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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: OCCCCC(O)CO Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: OC[C@H]1OC(S[Au])[C@H](O)[C@@H](O)[C@@H]1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC[C@]12CCCN3CCc4c(n(c5ccccc45)C(=O)C1)[C@@H]32 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCc1oc2ccccc2c1C(=O)c1cc(I)c(OCCN(CC)CC)c(I)c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C#C[C@]1(O)CC[C@H]2[C@@H]3CCC4=CC(=O)CC[C@@H]4[C@H]3CC[C@@]21CC Toxic: You have to predict whether it is Toxic with answer Yes or No.
Yes
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCn1nc(C)c2c1C(=O)NCC(c1ccc(O)cc1)=N2 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C=CCOC(=O)COCCC(C)C Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: c1ccc(COCc2ccccc2)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COC(COC(N)=O)C1=C(N2CC2)C(=O)C(C)=C(N2CC2)C1=O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: OCc1c2ccccc2cc2ccccc12 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCc1cccc2c(CCO)c[nH]c12 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC1COc2c(N3CCN(C)CC3)c(F)cc3c(=O)c(C(=O)O)cn1c23 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C=C(C)[C@H]1CC=C(C)C(=O)C1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCN1C[C@@]2(COC)[C@H]3[C@@H](OC)[C@H]4C1[C@]3([C@@H](OC)C[C@H]2O)[C@@H]1C[C@]2(O)[C@@H](OC)[C@H](O)[C@@]4(OC(C)=O)[C@H]1[C@H]2OC(=O)c1ccccc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=S(=O)(O)c1cc(O)c2ccc(Nc3ccccc3)cc2c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCC(C)(C)O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCNS(=O)(=O)C(F)(F)C(F)(F)C(F)(F)C(F)(F)C(F)(F)C(F)(F)C(F)(F)C(F)(F)F Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABvsklEQVR4nO39d5Qk2X3fiX5/995w6ct3dXd1tfdubM9gMPCeIrESKQq7j9SSkihCbymR1EorPuo9HT4dUXueuLuSVhBJCG9FLbXatwQNAGJIgQ4AB8D4np72ZqZ72nd1lzdpIuKa98eNiMyqNtNZY7IFxuf0qc7KzIqMjLjfa37ukjEGOTk5vYP1+gRycv6ik4swJ6fH5CLMyekxuQhzcnpMLsKcnB6TizAnp8fkIszJ6TG5CHNyekwuwpycHpOLMCenx+QizMnpMbkIc3J6TC7CnJwek4swJ6fH5CLMyekxuQhzcnpMLsKcnB6TizAnp8fkIszJ6TG5CHNyekwuwpycHpOLMCenx+QizMnpMbkIc3J6TC7CnJwek4swJ6fH5CLMyekxuQhzcnpMLsKcnB6TizAnp8fkIszJ6TG5CHNyekwuwpycHpOLMCenx+QizMnpMbkIc3J6TC7CnJwek4swJ6fH5CLMyekxuQhzcnpMLsKcnB6TizAnp8fkIszJ6TG5CHNyekwuwpycHpOLMCenx+QizMnpMbkIc3J6TC7CnJwek4swJ6fH5CLMyekxuQhzcnpMLsKcnB6TizAnp8fkIszJ6TG5CHNyekwuwpycHpOLMCenx+QizMnpMbkIc3J6TC7CnJwek4swJ6fH5CLMyekxuQhzcnpMLsKcnB6TizAnp8fkIszJ6TG5CHNyekwuwpycHpOLMCenx+QizMnpMbkIc3J6TC7CnJwek4swJ6fH5CLMyekxuQhzcnpMLsKcnB6TizAnp8fkIszJ6TF3FWEcx9njZrMJYGlpyf6qtVZKGWPe7ZPLyfmLAN1NS0opxhgR3fvv7Z+/5dtycnLuxl1HQs45EbVarTiOwzBsNBoAoihaIdp8PMzJeZuIu73QarUA+L5vf7ViY4xprRljALTWADjn78Vp5uR8/3LX6ahFSskYazabUkrf94nIdV0ASikppRDCijBTZk5OTrfcdSS0SCk558Vi0T4WInk/59wYky0FcxHm5KyauyrHWkR933ccxxgThuFP/dRPPf300zMzM1JKAEKITIS5YSYnZ9XcVYR22hmGoZ2vep537Nix7373uxMTE52+CvsgXxnm5Kyau4rQDm6e50VRZB/v2LGDMfbcc8/VajVjjDHGTkHtwJiTk7M67irCzGCTTTW3bNnCGDt//jyWuwez8TAnJ2cV3GskVEohVZox5tFHH9Vav/rqq1juHrRvy8nJWR13FSFjzKrLzjmNMfv27dNanz592j6Z6TD31+fkvB3u5VewY6AVIRGtXbvW9/1bt25NT08TkV0WZm/IyclZHffSD+dca52tCX3f37RpUxRFZ8+eBZCJ0HGc9+BEc3K+X7mXCG+fcz700EMAjh8/jg6DjXXcv7unmZPz/ctdRdjpeNBaWxPotm3bAFy8eBEAEWUT0c68p5ycnK64qwiFEFpr64W3AWtLS0uPPPKI4zjf+973bJxaFEVWflk4W05OTrfcazq6wvdQKpU2b94cRdHExITNsXAcJwvgflfPMifn+5h7Oetvd0Js3rxZCHHz5s35+fnk7xlDHraWk/M2uJezPjO92ABuAEEQ7Nq1q9FoTExMRFGUDZV5AHdOzqq5L+uoTaSwktu/f7+U8syZM+gIpnlPTjUn5/uTtxBhlj7veZ6V3O7duwG8/PLLruvaWWimz5ycnFXw1hEzK0o57du3D4CNIE0OkWo1JydnFdxVhFn0duYwzFyFnudduXLFGJO5B3MXRU7OqnmLGjN3xHEcpdTExMTw8DCAMAw9z3sXzi0n5y8Eq4m9tomF165ds6OlzcHPyclZHV2LUCllEwtPnjyplLIR3nlyfU7OqulahET00EMPGWOOHj3qOI5dKOZeipycVdO1CBljO3fuBHDq1KncR5+T8/ZZzZpw06ZNAM6dO5d5JnI15uSsmtWIcGxsbGRk5NKlS1NTU7mHMCfnbbIKw4wpl8uDg4NxHM/OzhpjAL3830oMNKANJCANJKDNyudjgxiQQAyEQAyDZf+WoQEJ6Du9lPOuYO7yr+tDpP+r5f/MbW9b/YmqpGlkR06Op5Pn5dv+kHecrkXIGTUb8dNPf9B13W9/+9ue5wA6jJpL9QX7RaWMMjUqpQygoaVphXpJoq4QGSgNbZ83iDVaBk2NpkHLoA7MAXXo9CpqwKQ/25czBtSq2kLOW9FxSbMLrO/yz2DlO1fekxW/m+TmZd1tCMhELSsPb6DNnfr0e6GBWKMZaaAFYz8lss8vATEU0ExaD6L4QWk6XYtwaakVBM7169ejKPrSl75knywWCqVi0T6260OlTBRFnPMokoDg5DqsyOFzOCb5VM2SMyCAM3CAExzAAbzkzhHAACbBYlB2PzrO+UG5jN/PZNfddPx8m5gODZvO6ZNZ0duuCs7tMaQyGogNIgN4ACEEIsD608hAyweiAXUtwlLJjyL9oQ99aGxs7PDhwzt27Phnv/zPYikBUlrV603GBMA45zACBp4jyKC+wJuLDpRH2mHGCVstgiIYgkMokrb/AugidD9UkJwab4JuAFeBm8ASSMIAhiHRKpDbg95xaOVVZek/6vjJljcduu3f3Y7GAQcQgOh4wAECg1nWGgms69vLAK7hQAEC5IE8gBEkR12ayEUdaKXTVIcTY/Qg9ONdh62FYex5zuJi/eMf/+iFCxcmJyeHhwdvTU79wGc+/ff+3t/7xCc+BaDZiF3XYQxhqEDKc11Ce0kAgLhMRjotlk1rsntmh0u2ACwATcABBoFCeutjgKzIb7/NOe8UnS2D0qlJ58/VHNEelK08eDos6uT39tG7GCcMEJsYxDUYA1wJcCwQJpYWq37ZCExDMtA68CLAQ4AnHUBvWU3sqLZfEdBa//7vf/U3fuM3nnnmGc4dpczw0Jof+qHP/q2/9bcfe2y/vVGGbJC3oyTIgBgYt6sABuMkq77kXJIrYgik7Z2QQAuwV6sCsHSSHwMCKK22LeTclZXa6HzhdiHeEVr2Rytfyfpcuv0zVh6k29srgRBaAQwIwHhdw2U3HPzxK9+rLzZaWi5RvHFk7Ue37l3n+rDpd2x1LoJ3kq5FaAyIEEWR67o2dHtubqbVin7t17741a/8/rHjxwl87ej64eE1P/qjf+1nf/ZniIFzMAYwMCQ3j9jyFUZ2V0iDYgXOTJqWQSBogCVaZSFQB2LAAWowLBfhO8sdRNhtL30nESZ3DyB122dQW5Cm483I/uS+PzkCmtAacKBLEGgAPi4z/Oaffu2HPvZDHBQBBWA9UNRAS4MBLvsvT4TZMNhoNBzHySr/ag1GOHbs7K//2r/7rd/6nZm5uYHa0M6tH39o388+/vjOj3wSQ2vBBKQCJzD7xTkIc8ASEAEuUAM8A63gkFWdAZCuDBRAgIiBOSACfKAKiFyD7yzWTGKbZXuW2Pny7VecOl5d/mQmqqyb5be7sVgy/VnprgDs6v/+b7EEFhAJCGF0AQIh4OES4X9/9pmnn/rAIK+4QBEYBtwWAMB9IJYzq5mOAqjX68XUHNpsNoMgUBLGgHMQMD+v/uCZ//y7v/u1k8dbE5f2Oe76bTsKH//0Qz/0l8f37gUIUQQvAOMgpoE5hhBgQAkoKgNtwJDcDQLAAA0WAwxwAcwBCnCACnp/Ab+vMB1DFgAyy1+zrLjitGx2ueJt2QEzbYsVfgwCCIYlfgu57GlwwAPuv4iYAhqIHXABEoawJKOSuEL40re+MhhUAyZ8xrb0jTy5bovHGTikVMLtfY2yVYrwDphlD2SMOEYU4z/8x8tf+erRl75zWVB/uTQ4uqb0X/3VJ3/ib6J/GAsLKJZw5Qq+851v/cTf+LCdo146i3PnzMc/Ra8enRkaKWwY8w1pBnbzIo4cufnpz46AQauW4C4Mi2O4XXWVOffkriI0gDEwBoRkIrRcY9poaM2JMcZgoJVinFt96uVH5tAcgGGdXigJ1AENLCC6OjFhpCKgMb+4a9PWNYVClwnjGkDYjDzfN6FZ9OkG8B+/8/VD2/aND4y4sRrg/pAWiBXKXNKDYJd556bDermWGYMQEB5+8u9s+Oo3fvCb3/vv/tbf+eFyzTl/6eq/+Tf/4Yknfu0n/9vnv/EMmMLXvzLzy//0P3/99+emZiAVXn0Fv/kb3w6b+KVf+hd//ucvGjsUGvz7/+17f/pHL9UXYQxkLJpNrRXyXTDeDVb2ysnYROAsU6CGibSKjKrHrQiKiDEuKK3IzmwJTJP4Mzqxc057kGQYTB13EXBtdvrFo69OLs0vtsKY6Pqtie58hQaIFBRcxgHATWKaSeqx/uG1TrCmUKp4AgIIuCLU4+hBiLp8R8pSJIsIa7OxphfGwTiI0AAYYffj+KXH3f/7L3zo1ZfMb/2nZ5/5ystf/fKZ7/7J0lf+r4cPPjywacOn//7PfvGFV/6RibEwj/kF6TggVBy+1kiAQ8aoFrc0Fn3fAxF8X2gNFYMI1OtV9V8YjLWSGUDBKMAwZgDX8ZEu2AEYrRiIZXfFNomOQ9g3c9IwsM1GpzFQEhjoG3VKpS07dxXglYCu6zUYQBoA5DgghMoYRgww9RZrRNwtOIAxkM1YeI4CWlFYcnqfkv72m3AyH2GsQw/pYpcILiFSzXo4yRGPjuLTn6X/9Vc/eP7SP/gX//NP7to7smlrn1fE408c+vSnPvfrX1isL6BSgesEs/MICsM66pMRIEEaNyd0fYGiCNnHOS7y6PH3gmTIsv4FE2opYQxIgTRIwkRQLcQxZKTizm28EswyR/+ykBiTvGofNqCuzF6fX1osIimXsprWacdAggK01gQIYNPgmj634NlxmGAKTgRjgGqxvOqr8g7y9teEOv2ZRqGhI/iQUFfS4clLysAYcIIGYDAzi74avvCFI9cuRf/w5w999ANf+9V/+9nTZ3Hm7Pl//i+2/OTf/D8vnJ1sNJYazavV4rqxwQ/2D7Hf+PJT3AsjWXdEIBAoCfEgTOq/X8iiyayxglY0jdSAaf28MVRTNkuilBlRbOwLlII2vLP2V7o4VICGJjvEKSQhMgItYAoK4LfQ+r2vfa2vUG3Mzvf5xfc//NDe9eu6mK1pQGkYrRymiDlABCwCs2FznRc0QnNTLvYXKyVAx8pzOKX20d7S/XR0mS3Mojt+IokGRbIkKHIB6EYjipQMgqIQBGApbDBBgwOBBkCXq7W+IMDnP//Zf/Wvz37qkztmZ1UcIQrNz/zM3/srf4X8AMzgF39+UbgLducLxhIfh1RaiHw++g5zx0aptGKcq1RLTYRXb964euP6zOQUAf3l6uYN4xvWrC0wl3MO1rGypGRSytC2xSTYkAwNxlAAbwC3bk7WKtXPfvhTRcAYVLvVhx1wlY6JAzAKzCAQcL3AaLx+6c3vXTq5cfvW94/v8hzektJR2vV6Px19p0oVZtJcLkUN0tBSFz2/yADSUoXEWNkrRBLzM6hV0ZxjKmoWyvj8z+Krz7zyx9+ocTHkeTDM+KXIL3nEAI2Nm8qXr8zNzSKowXUK9sw9L1fge4QxRsEomBhGg4VazjeWbk5Nvv/9T6lW5Aunv1xz4GgYGUbcQLgrF3SZW55BQ7f9wNCwUyUODFRrpLQPcEDGMA66SxcngENyrkAEmFgLkDIkHBiCcfmVpRk5d/Oh8V0cKAvhPxiVOt+pRkzaGLPMrtYOAmSOAAAlIWNBnBMjDZ9jsIbFWYytH2m1ZqIIkcKv/fr/7fnnv+E5sYpQKbIwvMJ4EnATx9NxfMNz4TsBAzXDpUYYvUMnf1+s8G8te6rjt26PmVgLDWB08q8zo6f9ZPLmLuObkvmlAqL0X1osvTNpqMOZnrYJbZdPpEEapAUXAkRJFidxVnSr/U5/fzkYLPcNlctVDw6AGNp4DvkeUhPdijxTnvl+GcvWiNwAMByo+v7MrZscUIDvpgrs5sqGsTSJvUczh5FLvgDTcAj9w0Omv3ZLR0uAAVqteFnc8v1f0o6TunOT6JLuu4KVPVNqlW6bZdiyN1MWMgjAgWHQ6fKRodSH6mDj0UNbowicYcs4fvEXf3h6+kbJH968rrBnW+ACjGA0RkYmx8YGwybKVd1SU4HnAUIaCHqX5/QGAAwtC/tgdr3UcbltwAe6jAfWttVCB2DQGrGEEGCQUSgcB8Sg01gkgRjQgJNYHu775GOAY1GhJeBycMAHlIxdbqeJ2oBpwLr/bLoYERRl6zedrPSkBhM+Y5HURqAFXF5qTRl2onHTa4bjTqVacQEY8Ai6jlaJXA+wtxumHaLJAQMWgXEObtKUUaVdHhJ54dLMo3v32ivchI14WXYjkhtwx/A6AIAn3OyoMdcc4GCOgYpQKxSmjYpaDXs6nujewWVWtgcbUUntiILUJrIihuGevCPj8T2H0+QsOpzABiBEoeKecbj65GeecrljJK5cxDN/jocfLb3viW3E8Y9+4b9yPa1VnfEiGfzYT+wMG/AqgLWDc2iw7nNd3hapu/kdhtucAqUhFQQDI+Myw4hgk1oJ2kBJxUnBOOhyDRMDDkgkebT1KB4EBlwHRtoRirLvlMWYMaSuCDs22uhBbp/imtnQloZCQ9GNiVuFMCqwRlmxSl/Fjm0CrrotxK1jvNUGTAKctcd3TqShhku1yr6KCxy5cGWReQc3Dquu2qhJnZNk6y9oYy9vetdYIYhV1EhO4+2y0jbfOaNI33A/reW9mhSnXqRMsa7HQ9lijgmEpzRmZ/HtP5/9R3//l376p37sqaceu3ET68ZALIxlHcyF6yRXFAAYdAEowkDrrsaFt3fyHZ0NZf+Z9jOruKkM4AaOXUqTgC8gdAhEzAHgAD5HkvZj4GmobnPsGFpcNSX/6uHnrs5N+65n6s3t5b4n9u1ZM1DNzphj+ThD7YdttIExYOQSJOADRcctu+6hzftKUNVQV10HNo9Bhy7zVt6W1LIqkn5l+VVgVjOyAC8gZoAzb5y/ovTIxo8MrfAW3vHcOkml3w5/hYZhVot9xfLS3NR8awl+aTXFyZb/CYdGFmKeKLAz4uh+eS9XpmbZQ7J+3tjO4lwHe3f3CcGeffYljcdG1qIp48BdcoSKorrLayAwnrT7wCsbcNJo1VEuv/s25tS4d68LbMBpZd9/P0gpheMmTjhiJg2hBGCgHBC3SygCdR/urwAWcA3UXWx8eO8jI5t8wGuGI4G3rDyFvQd36kiY9dADIII21l3IAAH4hpWZWwHK4CWP23GTGwjDBFt+sFRmHZFqaXec2GoYQQgYBs3BGkBQqszMTp6fmd3Z31fMjnOfF9cgS9ZdccWGq/0TU5OzU5Nmfcmw2wbr+4EAaAJjnb3JimjYLqX4nlgXqeNBenMWFpqxjFtRC4BU8Hxs2gzGxPwckzE0Rz2eVwgVVKyV7XC8sm0UUulYaUUMpffG10oaBgS7wNBJ57rCfAINo6nLigwaMI7bhF0qGRC0MrGMBJgAE/bTiIEgjV6CCbss+WCARWMWgTmK3cFKCABwuV28ZSfBYHSy1Fn+56yzkQFgzC6DHDvRkrLEOCU1DqAl0DIU6yJzBFi7YXWEpyE9//YiigAORQCYC+4rLiR8YM36sbDkXW8txVjWbO7rO3f8BaGtDQOs7R/0NM1MT2uk0V1dkla+0e2D6+X1dtpGkNsTRu7MezISmuy0KJN9pRKkCw/tOMwwVMrgnN+8Hl+7gpFNKBXLGiEDPL9CBo06CgHCaN5xASIVS+G+J5GjibFCtycblBp+O7+g6fim3dxa2xbjWCFWjsMVeJTmXXJrvQCgwYgxo3mXUygNOEQAZluLJ86fu8UKtZbZFwwMbR4zxAw0JeV+ACQWhmwaaed06ahlv50BkWDQQBlY3zdAA/0lIFIwHL4HSIImRlBGo3Ne0CFCpGaa7CVFifefAG4IgAK8Ymkqbk1ES/EdPdP3xrT9lEk6DsFYERb6ChoLM9Nd25mTA2sNjXQiCs1WHiVVoAF0p7vunrzrIjR2LpP+lvxPUAqxjIhLaWJHFLQBd7Bvz/7jL7PrlzE0BgYPCBQUaYcDfgFg0uPKptUrHmvoMJSBV3v3v4Vedq07M4mTBx05Ad3ADbjtRGNmGIuAOeB0/RYVgygKPYV1VFjvF10DplEES2yv9/0pDAi1ZEwIxocHh6qSryl668ojdzxVw6AARu1AGepsPlIC3Oaq2Toxa2tFB2gqvPDCC16l9OS+vbXUH88Zi6Bhb0yqwDufNSXT79DEAXl28OAcxXJQJ3N9YU7eNrdbNjgvt5RmL1FmxE5fUgQAI3AKipr1xc4+sytM9m3aPW/nvDpxJuluDv/uj4Smc9i2QwoDwDm0doTDBJgB6nUUPezYufmVZ8+dOo4nPorFxbhS9ni6ajTGuK5aas75AXNQJAYGFXjuqnq0+6djRnGbiTxdSTFOy9/Q3ScYEMEhIhjg2vTkq+eOL5q4UCiVicvSUHFk3UhQgEES8tcNBJSZkICnaUP/yBjKI0Af0JqL/apj+8ds3ta2uS83bCTLYUck+UcSsLbSluSBMAwnL1/k/eWd+/YGDKwlHSakVppxQHfarvjySiadDjcNOOQkg+CCRJ8YdFGuVubrS1lTv/Mya0U773i8zF6SVGdABSgrqGbiYTZGU/cZAOmJW1N/pwKhwExyCfUdzvYuvBdrwnRFrtOYJwDW2kFSSUC3QlUsQQN79oxVaurlV84Qoeg7BA64jgBxCJc0UAqqDgLAcagAOO9VmR6z4n8kZS1ZBNaCiayfMO56aypFCB1qCGMcNKXUBuMDQ5PnLv/Y+z79Vw4+/ZcOvO/glm2VYsEQjIvQoxZLevT7xCbFujADEKIZVQAGyAh+yYGx6qJkfcazG5NAK5t02toEOIdD6AsEA4jgDvVdCOduwiwB8AUYDJECdBbAmH6Ic6cGl/oRWSxjaKAkBIEB5UIAo6ZUUwGLrbqxWYuWO/V3+k7nnWH/ogBs6h9emJ567cQRWubcvl80oKCiOILWMARl7NkbhiZMXUsJZusPG3O/9+rdFaFJ/VApOukdAQCCQTCHAQTFCIJj0+bq5MyLS40jBLiOvYfMtNNhOOAZBEAAFIACELx3Bt7EAsYAKDAFipIKthRbl7gnul0QAlBQ1vzo+4ITlEGpVJloLmY+SU7t0K2u+xsD0nBbshAaryGt2525CJum7XcGwGDoNs8BgLQwUPLZ2SQvNZDawY1VSgseXUejhSQcjYi18wax8gCwq7b0w3iyMNbEjI0N0hIOsLZc6feD2elJAxT8ogZAJJXM9ofuPHL6dW8XYWKoUYAH1Ocb33vmj7/wz//5H/3n/8yBjmK2XUAQjuODCTACJw1EQAuQIMNEBCgwCRvpdF/Hf/dHQpPNRLHMJicBSioFc05KAYRde0rv/5C7dfeM44JjgSHmtvtL/k4ABaAC7UEJSAF128r4nT99AATD2qNB0tWxKK0hvQTTAiQlC+D7hxsUNA8UzGJIGhqYbi41PXZy4tKv/+HvfPXwd89MTLSUgQFJeNJ4keTdfl+Nsut8aP+jOwZGNDAT6gYgynZKbTuUpCQuS61EOv2q6YyOJZHA7aeSkc3+VurrbzjsYmvaGlHsXpUdNz29jCa7msusiWnZQQlmbDULxuEBI8LVUzMztyYjKA1jR0LBBed3dQ1nn2iAFQk99TgmYEO1cGjXHszMnH/9LEG3lurdtp9m3FRQADOAVlBAJNAi1IEmsATMmGjJRAyOw8V9znXfOz+hhmFoG/GzDCqC8QSXBmSwbgyf/7uPclGHuQRyCCUAjoBsD5/plTUd6VPvIlkcZfsZQ7CVGC/N3bwxPek5viONo9jGgZH+Uqngdjle2b5fxQweATCGjBodWfPwpr0VoC/L+pESUJ2W//ukNT/v91XHB/rqwKvXbpw4eXrX+MYnd2wuU9I/SiBKJ67JTQKwwv6B5cNLKidGEEBf34CecK5N39LrNhAAqbnDOv/ULskS6aRmLZ0GCYjUnEhgYNourTxge23g9VDrOCLw0ETcwM6NbAWNZSfT4Roy6cGxPFrFdRwCXIWn9j0MhROvHWXG+IUA1FUzYoFTTI5vAAbFkyKcL124wHwnjJpxvb62VN69boMnhIlicsVbNoh3vRV3Rl0CyBq0bU7GkNIKUIwQSxA1d+1v9Q9eXFg4J8MlaMAQQQvWHoaAZdOa9wSWzPrB7P22oYnX52bP37heN1q6Tl1K7brC7dKPR7pJoeKaAhcaAujjvl+XBwqDQ0AAkDRxK1axhCeUz6VLpssZlF8rQRmKwQG44urizKnJq/OpQcF+l6QyvAbUXYs7mc7NW2xUN7SV7mCp6rru1MycAQTgGkamwzmRBanTsgOb7JHSAprDGEiFUOtGJFsecCAoDklMXrluAIdcwRzbhRtjtFox1W0fVhP0ncpq2+EXi9gyOAJtLl84PzM92XEe94ttiQaQGprZSqdYBA6/cfbq4nzsu6xUhOMY4jCM6L4GufduJEz3YEoMfMSgFZhjL5hmkNowYCGUJ6V5M2zur1R3wniQpCjkgnXkZzPcITXtXTrnNJTSyt60Z9cSIM+rrhnZNb7dBaRBmSC7jCzVgDSaw7iegAY3oFixSFoHqAsUBXncgQFIx9CtOKw6xbc4aCcEw0mRhuIABoeGTCWYYzJKIsjSc7COL83ss227YnaQtN8BYKAzaxg3cAl9rlf0i62lRWUrGhKgQCI9AKVB2u34OKYzw6ztockYFgNkfaMuFwoIgPMvv/rC1QsffvzRjWvGCaS1BodSSvD06Lc7Wu5oRyVEMAUQXHhucfvefa9ffn3i2vWB2mAXFxMAEMahNHDhOi6pdGcbDaBYGty4YaNXCYCirQqocZ/FV3qZj5dudK81JGAYJ6BeKTccMdtaWoTxoTxoblQMxJSsv+zEew60BKGXeYLeLVjiBrRQYuRdgm5quRiGM9CLwFyjIYFm190qStx1YR3eaDZj4mzLju0L6QDVkqjXw3ipjlbLB5Udv6uvq4D5uNlihgRaBjGwoKMrizNNO/QRDJgBJYUGVYfULOnXyWJCDHTqtLFBQvAVKoSK45uWMo0oKVooO8zWqYYTq0nqP2+PhEbD6DhqGRgJIyHBDVMQS9Glo8e++fU/OH32TOeXuveOtFlwXNtYCgBwrCBCoC7Xj4yaxaXXz529rXbAW+M5nud6jkO2W1lQaNgEMVfMNpuT0FOQ8zKUABRUvXU/x+xyJDRI6rqwdvJOp0s364QI1g7KKPFBcQZPQzKIZEghGKMAQ8xEUctz4QgNxINr1kzcOD85M7FuzRxzh0AQAkDdbh+iwVMTgYZuQHGodDcLomR7EbK9LzOJ/SANW0zNc3e78Lcb1ZDWZeDUvrecgQEBmO+4ExcvPT8174V6qFjb8tQht8seIbVxIGo23LIjtSqX/E8eOrQIXERUgTsuUCx60B5kpLRi3Yere45P4CAoaYqCyrXyxfnJG1BbwKGgGVPZ7J70yp57uY9ihTwp9Zc6wJCmsBnpKIJwk2yl27/kHQ/MAM0AU3SLEbSCYhBGShJioOiOliqo16OlhtShw1zBxZ0Osez0lof4ts/atgt4gCcO7N/7zT/7wzffvLhyipwe1qRDt16+iaJMDaHNKGq1oonJqRszM6JSGhlf32o1z58+e8mcrJE4ODq2ceMmMPBicNcb00G3NR01Whpk4EFxNAEDeCCezEHa39+F7WwZc+zuLUzD41lAPAGAFxggJijhGI0mgwC0yzbPNI/2FVqsBNQBDoQLCEIZQzhDBoEG4xpmfoHcGCrEqcuN18460jiPPYIda8EilDxFCCEUGAcFAMUssQMIYKXXpM3KUMlkuqSNFWEaFsM1HAYG6Gb90JZtT+88OKABg8lQcq/b6X2yFZFbqRiCW/IJqEgYgd87/vLErcn/4eFP7vYDxwEct6mWXCa6KrPKABdk3cclQUvAWF/fq1OXJ9EypogWQgcxmAe4gNYt5rjt/LDlCkQy02adLypCSCgBWxWvOaWpm1emN2yuBsld5oAh61mEAHhHP+hkR2GwwbHGGEGOikPhuIYZApQ2Tz72yO9/7Xde/Oaz//UP/GUDw8FiGWupuM9t9IIxhjgzxkgpuSMYyJh0+WDPlhLzgwfMzs4NVWoAdu3YViiUDx891v5y9o4bBQDEVVKcxmhQA3gzqrcYX1LxiYsXFqCv3ZqIG61qUKRYxfX6mB721vSVhfPUQw9v8osB4AE+Oof7t6D7kTD9mUkuu74snR9nAw+SePP2ei61XWkYDTIwjMgRZEOCoRE4WBN4g/OLV7W8yvg2GEjFBQQ5pdlmqxhUXAUsgkQJrcmXvvCvX/3ea5/54MfDW3OnvvH1je9/7MB/+zkELmfEoQ2gwBW0sPqxnVx3g5X9ilqB8TTWx3bzDEAY6fklEcawmUcmDertivQP7EXjACQcAbe/Njtzc1JGIQ8cAgDB3W4nTwRNWjPGQi05E1Vgw/BI4WZhYmmal4o2u0enHj/mu525Znc6x06SWWUTkkHsGVzz+8+9dBXOwR27QqAZRWXXpXZEaPpH6V1oHzC5ZExLJoQtQyGUkQTDOW3ZvFGF0cVzbxgptdbCdQXjzHcAKK2MMdZdQUR2OwYppf2VGLOzVmOS2asAhvpqAIwx27duaywsvnrkKLiQUnLOVSyNUo7vQuvT504fPn788OlTF6enBjdt2nBg37zWU2GLl0vKc+dlBO72ramt7RvsLxSqjru+2jcOcWXxFbFYL/tFAQidJpvc32qvSxEyBsfu6plcTxfgtmQkAzG4DIYnfidPAEaDYndZRLlJdKCQuHyZB4IxUBKGRcwp9Bf8yfmrUf2SX4ihHR2MLgASEAE4pJmZo5BDcHzrG8ee/87n/+2/xthGRGzbm1f/5c//woGn3oe+Pa3Ggl+teUDDWiBEGhRC97oyd9QPy5xa2UBJAMABn4mYCVvBkgGCvwMV1a1FhAPrqgNHIjnRnGsMVYsGJOE4ouuda9NG7jCxEMeLJmbaIJKTV69i+wakw5TUkpgAACkhumsSPoQEGvXF/+VX/sXm8Y2f/thHOYmSuzzz+D56Jlv1zyqGMSaldBxn3759jLHr16+L9KziOBZCWPml29Gq7Fdx28mnUjRxHNt3FgqFRx55xHGcqamphYWFWOqTJ0++evjls6fPnDl14vTp05Ozc+S4SkoIduATnxwZWTO4ZjTwRaU6MDAwNDowUAuCYrq/ops+WMvcmjKelZ61Dt93tH13V9wwaDeZGbe9SdnYZ59Js7QNAxmbJpOFR+j0hjAIAcOT7XoNCBAcEFVtnJHhjUwuxOG0L66D1ruQHM1mNONF0elvvTB36trO6sbBpz9w9ejJJ55+EpvXKQ7uAVvW79207dLzR8d3b/FrNcQMjHEOCeZykN022UrpvhaFFmZzl1S2Ckq9UgIYHRiCX9XAhI4FsTLjpntLV6eRjzomfutLNaH0lcbcPMYrgG/AAdV9rKPWmjPGgILjAM76fqe/UIqWGloCKvG5OyyRt5SyKw1SGjSzdmhk4eq1E7PzzIAoUX42/bkfM3amFqQiBDA+Pq61fvXVV69du7Zu3ToAXlKRFHEc29GPcx5FkVJKCEFEjDH7RbTWjuPYwxKR67pa64sXL7766qvHjh0josnJyXVj65cW6rYRe64XhSGANaOj+w8eOPjoYwOjow89+b49Bw9QmuQpgHKaupXF1gKIpdk/um5tqejbQYYMJVFtnO6jRXQnwhjJXqcSIMC3J5SZugHw5CX7BDeAam9ylvxMH0ipDCnBOBGUtkmrMdHQ8NCBkaE+oATMQ7UwfXrp0uGqjr79f37t1DdeH/a2Bxs+MLjnyamWHnpkDzibkEsjoiaYeXzr3isXLsMN1PwCL9Ts+dj5PWXOBnSkRGQrB8udHNNkwAk2MM0lDcAQs196vG9ElaUEXrr4uu/771u7udBl/ECnPZ1BZ3nzQmOE+UUS18KFWWANwWeAgZEKTne3jAuhpJTKkOdxoAKH1cObs9Puw4BGHIM7EICMIjiu6LLsCkt0aNb2Da4ZG5+Znq4vLPZVqpwxLBfeW+rQTiyNMVprxhhjTCnluu6hQ4defPHF6enpdevWaa3toGd35kM6xDHGsjGw2WwKIaw+p6enT5w48eKLL549e/bYsWNXr16dmJgA4Hme67qFQmF+cWFgcHDfwQMPHdi3ccP4zp3bDxw4MDIyEscqkrEfFGznG6Z9jWyZKgixhlLggCPACQQPtGdsnVMowEhjNDHbzxttJCfxlm2iuzvKUuuGTmMsBKB4spIBQbIk/MJOzAzrKIjUns5Zm5MUrkqHUc0hoSWYJIQTN6Yn5yevXztZC26trVW86A156/VCpMfL5cHHH9+742PY8WGM9ItQzV+eWDe9uHZgMFpcFKjK+fpIpR/1Jh+sQTKYtuGWZT8NOqLoOgNilm112B6gdJY9lpx/UgrA9vFC3NTyxUtni35x78jGEu/a5dM5KrfLTGgMMvT7wWTcmAS22ec1YwbLEqne+ugM0JxxzlicWArkaKHs8MLSgqr4SZEXBsSxhHDt4rYrRHLOZt3Imok3Lz3/7Hc/85nPrKIIQDZkpZGM3K7W9u3b9+KLLx4+fHjnzp3GGCs213VbrZadstqxsdVqnT59+tKlSydPnrx48eLRo0fPnTs3Pz8PwEpUCNFoNMrl8sc//vHx8fHvfOc7r7zyys/93M/9s1/+HwsF38C0Wi3H4akBVheDAqzBmOAh3eLBoWRAdDhIAwZGQWtw5hQDQENZEToEre87QLw7EQqNigIIUoDsapAgBSSH0ABDA5DQRYBnDqWkYKx11htCxKAINu4yTqIvw0XUZ0EGJR9xc+L1k+sf+0jf9r4i6/dRn7va0pFwyts3fegATAlSIJJYuLF3w/iFY+fQKtIC80wVTfqzP/7TH/2bfwOCgxJPgjV1uHYKmk2JKSvOmKqRMjUsv2qJIYpl/hjrejaABxAQGXAm5qAmF2eXwsgU/K6uJ9oTCDtz00lfYFAFhoLim3L2JloRfCsg1uWCDUDUbLqeZ5uDB/RBrC1VZmZvHH7lpQ8//aTnILSLxrsHZN4DApgxHhGADz755KnXXjt9/Nhf+aEfjGTMOwbVDnPevToQpVS23WWmxs2bNwM4efIk5zyLGo3j2Bhz4sSJ559//tixY6dPnz5//vzs7KydjtpXAQwMDOzatevAgQMbN27ct2/fQw89NDQ0ZA/75S9/+XOf+9zS0lKx4EupiUzgBwCWmg2Hk+d6GkpLRYYxIWCr0rVC+D6opZlmnEOw1LhIqQWaoAmMwxCIkdJ0f6lnq6rArdP+TwIMgmfVKY0PbaC91F0Lo6AjIAZp8Bg8BFmfe7gw82azMdNsLEaN+fr8fNRcqpRKQ/2jg1sfqc+GFd8PyJFoaqja2q3B+n2QAWKg0Vx64cj5V44V63Lrp37o9B/8QfnLXx/62Meh9Sv/x2+V167BR59GqWAIJMgaHhyku8N2xB/fqzF0mCvTTby0vm2Q5AAZkIRwEAwNLE1ONYyS6TLpPllhZiFYUxYDUAQGnELcuLmEVqy9xJpleLfmVzcIAEBrqSVzXAf449/76h/86r/75b/7Tz785JPMS6YtwvNgACnhdlfNLVlgKzU6soaUfvP8BRis3KPr/lBKWZnZMdA+3rJlC+f8lVde+fa3v3327NlXXnnl2LFj58+fn5ubs3/lOI7NqxgYGNixY8fOnTt37dp16NChnTt31mo1u1AEYIwhIjuPVUrt2rXLGPPCCy9AQ4Bpo+xgVwgKBjqGJkDYcvEyBnEYCQEwqYSQyeTaaFICjFn7kFYOc0ik0b1SGWXA78tC2q11FLGJHEckDoWwgUKAxQYFLowEyJ1fgu+jHsJxIIFGiJbCtYu4dX76/OHDl1768A+///WZc4U1wWS8EAkjGY/gMOEHowOsf432N0Psq1Qnjz37OzsOrqtUR2OUGRsBIC//ibg5Nfv8lf/9X32lUnrIWbNh64/QD/z//s23/+f/ePm//0Ul5eMf+MCn/+kvYG0FDpZkq+AGAONgwqR7T7p2NGOxCj3uaaU453EUOXZfnjvOHCg1MVm9kLUhpYs3AzJGg4ZHR2/MzF68NbltU3F1cYD2aCCd+bVUiG2j62o3Js9fPVdY/zhayrCICl3vUwRAxzHjjue4zVi6jvjBD3zkD37lX7/wwnNwAQ0NRYyTDcNwhJISjG7PVIjjmHNr4gEywRiAqLG4WCiVDz32WBSF586cAQBtOge+xEagtTEmm1Jmz2SfZW0nSqm5ubmzZ8++9NJLp0+ffuWVV5RSzz777Mc+9jHGmDW3xHE8PDw8Pj6+d+/eAwcOHDx4cOfOnSMjI/e6wkSNRqNQKADgnG/dutV13TOnTtutpxkYQMroxWajUCgZkHUaEjQTRNDgBM7BTAiSICSFP3gMMDACSAiVmaMMwBlP4g3f+gZ122a08Big0GiA+2AOTp97c+JKFLV27N6F/kGA4/WLuHJj8tXjb154I7w1M3XsFI9bVKYlr1kvLF3cOqr7VNyideNbUfHcWtUrVAUqDK6GwzACVPd98IfCeXHy7J821Wv7Dny0Uthy5PDz8cS5/tZiyaUnPvmRrbt+RKzdjP0PgcsP/ZP/JxoaiiEQKMEIGTJyeCDBEue8St1VDCEAMM0dAiPODMBdDyAZxcJpi3BZN06JC1R3PMFtuoEBGXCgWigZTdP1epSuk+8TtizpLnWvMgAoC1SEi/kl4xb5esDnxIOu898IAJitYW7gMi6BjYNroOjK1cvWieZRVreWAHCRRP0rpbTWWmuk1kUAUkqlFBHZNZtRmgG+6wHYv3efw51XXno5ajbt8Nuo15XR5XIZqdlzhbatpC9cuHDs2LFTp05dunTp2LFjZ8+enZ2dta+6rpsFqX32s5/dsGHDww8//Mgjj4yNjZXL5Tv2FM7d96zM3m+McRxndHT0xrXr58+c3bJ9uw3EYsTsn8dGOuQoaIKtxJPEFBiAg5nUfpYZSKljvNPJhewiJK7rjlsuLThBAF9gauH1/+nfnzlxXB9YO1CrnfnlX3t8777RX/rZI1/80sXf/dMhp1D3MW8i0V8SA+vWbN40uGVDacOa/od3YfMo3BjUkmhJhAYtQqjRkqhLzCw1btQK61TtkQOPb52onzrz5sT+LWrT2KMLlYGBWrFY6OuvO251G0IX5EACRY2CQkRw0AjUDJQHUQATtiJp5qEUCAEbyddQqsKFhHHSJY2mO1o7ltk6GWDLPdmoLK0UY9yAODAa9DuSbszPN4FCtxe0bS5KQpnBtXU1DRdKI9p15xoEIJQoCqliIbodDFmWAMUZAdg9Nu4XS2+8cW5hcaHUX00aUOJdhoxj24gYY50N2rZva+HInoxkyD0HBksLs0HRr/VXb01O1euLrisiJQulAIDRshWG1nxSr9fr9eaJEycOHz589uzZU6dOnT592k4sOecqzY3o6+vbuXPnwYMHN23adPDgwX/8j//x0aNHf/qnf/ojH/mI53kzMzO2FwBgY2UA2FO9hwKzV60BVgixY8eO61evHT1xdMuuHdanR4ArPAJ4kv3ADLTqsBhwkGeY16muznUKAZ0OceoMULkXXYvQKRahJeoNXLl2/ezrP/i3/iY+sh+Q+MAPfPMX/x+jz31nYO1A9dEDmw8+jOEKNq7H6HoUCij5cAFPoz4DiqGb4HGk5qYWrs/MXVus3wpb80a1dFz95Pu3azQYqhJ8oaWlYcy4taG1hUqf6/stOKroaXiOI7gEOELHGCjfQDmsBYdnpXRtV9QRNWqzTjTwxo0b3ABK+0QCbOf4OHe4Wnm9rAdT26Aq3jEW2p0STOprEcAICkU4k4sLDaDW7QXNPjSdukhoDeYQRgsBuzV/9cZNefDjCBwwCN619TIL8rTFbLjB+r6BdQMD51+/cH3yxrb+MsBs4JINBFtRw862cillpw9AShkEgRDC9bywseR5XqlaBWHPnj23vv3np06devTRR2OtOOczMzNHjx49eeqUtVgeP358amrGHsfzvCiKjDFr1qzZs2fPhg0bduzY8cQTT+zbt6+/v9++x056v/SlL7388svNZtMquVgsZt7CLFYmO9t7hHfbgddOiQHs27fvT/74j8+cO2t72jiKHM8VBA04qV0864Vt6TQBBtnh7cay0TAZHjty9+5zLFzVXhQESLzw3HPhuhrefwDCoD6P/YP1D297tX7t4b/7E/jcLIICXIYYmBeIJa68jtlzaF547dJLYw+vnaH5RbOoPTDXA4mSZGXjOCwQDp+79MLFKw3jV2fDKbc8c2DvYy4rQcP1XahQReCu7zDGSYLXwc0iXMBXATOQRkeCkQJrQZfgteMJeGJ51EAIvH7zFldmuK8vYsw0mwuxqjp8+SXtMCyw5PomyzYbPkpQnEtAEwQwAAyI4rXm4jQw3OXlTG5y5sghRICB1oo1G60XvvzM4T/547+x89AnPv6hxXpDBI7Pu6jBbQAFQ6D2vC2WJMS28fHzr79x9vwb23ZsZ+mHEyGWkvSyuBPbyh3HaTabtrkHQTsoudFsFIqFZqNBRIzzgeEhDfyz//Gfb9q06ciRI6dOnVpcrAMQgkmZdGFjY2P79u3bt2/f+Pj47t27Dxw4UKvVMr8fACllq9Wyc1E73B08ePCZZ555/vnnP/rRjwKoVCoAGo2GHQ+FENlK9R4KtO5HAHZhCWDfvn0GeO3UCZuiaTtdAphOY9OTke02g7lZ/mvy2anxr4P7vFNdi3B+YbHqeQhKFy9feeLAfgiG5iyGqvra9Z1PPPZHf/j1h3/4hwGGM+cwPXX0z76HszfD6ZkbjatTuKVGtOyXHxx9ujhWEcZzi6VSdbBYGCy6/a7bj8IAWAUINrq3amvGpJxTdN1jRTkfC0eg4IGLYlAwcKEZCFBNcMeBiMEk4EOUtACwyBIbRzKdtA2QJ8bRJtAkNj62bvfoqAs0I+k6PAbc1HWedW0G2iAZISizlFpfP2kFGDDOQUAVWFOqXWwsXlPN7fy+Auc7aU9HAQUtwQwgOAbK/t7+0cNL8vqblwB4pVVMdWGMAZHUSlglagOtHz3w0Df+7M8OH3nlM5/5DIy27iwDGIKTKtAOU3bMMcYEQaCUsoEpjLFGo3Hjxo3JyclXX33ljQvnX3np5aNHj4ZhWCgG3/72t//oj/7EdYVSamhoYNeuXTt37ty5c+cjjzyyb98+zy8EQaC1brVaVt5IInWEdUusmPFKKTds2BCG4fHjx6vVqn1ybm6uVqt1fkfrlrCavOt1WM6ePXtAOHb6+KJsFURBWPucaXu27QyV20eUupSXRy+2i9CmgqPlSnznI2ZgUC3WbA3iICj6DYWYoeiAM1ZdW7t1eIxKuDB5/Kf/8cmX/nxsaOPAurFrc0tNl/nD2zeteSTYPNy3fWzn+57ChhEIlobdOQCH5iAPkPNm2h0tA9HNKyfnJk/v2fMp4Y3DsKUlGbtx4BorA0czmBoHr4C3VNxSsSs5Wh4IVJF1yAr5wLIppo3lN4ByXCl4aBXqCuu/cDKfRPvyZdlLyyNOjYEh6zl0OaBRZFhXHmRzty5PT5rhDV1dUcpW8AZg2ppyNTRgKpp/6pH3feV/+/fHDx/R8Y9HpImDQ3Tl0bNhbkop4XAYbYv1P/n4IRBeePklIqOVAk9GIUc4mW3D7fBVaK0nJiZOnz798ssvW9vJxYsX5+bmjDEgCJ+rSBmN0bXDN67f2rBh7c/93M/t3r17z54969etB6DCyHrwIqVdLwDAGLOGymazyTm3j1eQmVIPHTokhDh+/HgURWEYFgqFWq2mtc5Wg5nd6J7XgZCOh1aQ27ZtK1ZLk/OzDRkJ4blZOoVJLXntO9Q2vxiRFW/S6GgVnRXGOwZA1vHzrnSfehPH4Bwy2rVn73f/r2d+5K/9VfAS5ptoipe+/mdPf+rD6F8/V48/88kfr2wdR+DsfOr9qJUwPobAg8vgkK1gaTRJEnbEt7knpBEaCBEwzBhMhGGjXr80N3Gitv4HoVmxVFkyXEM0wkbFcwEQ82UrFK4TEPmuQwQ0AaDABJGwE3dbXMPGsYhU9I2lxeMvXz8rVRFsy7p1Tz+yHx1KS41aOl0XsPRGsNQ4SejoDcnANRh23QEt9a1J0Y0Il/WaDCBGSU/BPLBmI1w7MuACFy68YQg+Fy0Td7sRlX17Mg5obfdQ2Lp9G4Dz588TSHX01RoQjmOMuXnz5smTJ+0q7sSJExcuXJibm7Mt2HXdKIq01gMDA+Pj448denTDpo1PPfXUgQP7WvXG6Jr1k5OTP/9zP28PKJUEIDwXYDBwBZRSLE1xABAEgbWUZMu5zE1vH7RarW3btrmue/36xMJifWCgDwphGLqe57o2ldSASMIYaRhjd4tZSmJKtXIYkzAMKFWrbq3aLLgNv+SCCyBsRh53k7tyF++CAlTbAtp2xNyPAeZudClCAnwPSsFxtz/11B998T/Mfvm3+z79CbSas197pjnd7H/oafjFp3/vNzE0gNYC+vqg01GEAYwSWy8DJXH77SMTg0+IlOPyGhlV6Vsz05qb0q/VxHXQBtIosKICKun2vIxJ5rO2TdhG1wKM4CGZQVKmoSRlAwQUmX784Yf3rRkWITwHMdAyxhAlsdlGw27aR/aPdEfZv45CmkoLMoxxO4purDjf+p/+VbVW/tkv/26r1fJ9P2tVnQue2zEaSmvBbMoXGFAA7GZTvOTteGzfIsJvvvhsrGMPnmusZxjWkHi3umO2WdvBx5669SIka0NB2w8cgMH8zPz1mzdHR0av37xx6tSpkydPHj3y2vnXXz9x7LgN+PI8LwxDAK7rDg4O3s0vZ4ClZsML3HKxOrJmuL6weP7sG5s2bWKuQ+BhHBF3rTMN2vDbVJKp7o74viul3Lp52/ETp55/+fBnPvUxDniuF0E70KQMQIZBgZFoh0i2bV1o/x7GkXDcGIiZIaBlon/327/95zeungjjvZ5bAHzmotlC4JuoRUXfdHoaDLIALJuKs+JrpF/g9jvyjk9HgUjGXBkOoL/y+f/XL7z0jT8+/dM/XfX9D3/iEz/y330eY2PwaalFQZ9fR0lClbK5zm2svPAEAlwjyDCg7LiBpMUWTYEvJuYQ0x71gSwnquNw6SeJjqN3TivsCtGEEZqhBwgDisE9eESJxctomHZNTizbnQGpLAHASRuT4FBKobF069ixS80mxbGVXNaw2D1LpDGWmArIkFLKBn8IIbjjAPArhaBW1lpHMvThuWlmfSY/O4ZYF/bCwoJSqlqt2hlXkukjJec8llIp5fu+1vrM2TNHjx4NSqXpiZt/9Yd/5Nwbr8/emgShWK5IKcNGQ3AxPj5uo0+s6rZs2VKr1e7olxPMIQ7HcTgEoMfGxg6/dPj8+fNbtmwFwDh3uAdbHV6bboxK7Y9wHG/Xnt0nz70xMTOTVPFJo5lsAqTOCtiscCstR7cta9a+zXil1JwtXGtF271iUoqKAGjiyQ4ZBDCCSBWok4KMya3r9rvcja7XhK6N8W020Gw473voqf1bnlr4rzE8ZK5cxcYNdiuD0thaBeYCDroOSbQ71INTEBSN4WFLwkhg5do3/b+78CgCPKDg+CLwQsD44EBLw2Fp0Lk1vbCsPMN9XWjOeX9/P2NsYWHhypUrNtwx494itEk31gjZaZOw42e1WrWWxhdeeOHQoUPFYhFAp+3BHtzKw5oNkdo5AGitFxYWTp48efjw4TNnzli/3PTsTGZRfPG55/xisVypbN+58+mnnhocHHzfE09u2bJl/fr1jLEwDIVYVufzdr+ciiVjPN31lj3yyGOHXzp8/NTJT3zqU/YZAQZAaaWV4qzLHU4Bm5CxdeeuOP7yt1587nP/zY+y2Dhuau9N13G4zWl+O1m3aB8IiFqtZi5fuTl5S1T7WhpFBggOAgRfPoi+u3TvomjGcB0EBcM0+UBQwlCwtDBf2r0RwOz8fK06oIFmK2RMBK6ziu+gpWGMuX6ZIYhCAxmByTQEu8N6nvjuuuiQGOACY6Nr+4YGm0ADCABp4GT1AZKtBZKtAtPspztjF1rGGMZYsVjcs2fPrVu3jh8/vmnTJqQ2gCzD7W6ssOZZC6Q1S0ZRxBjbvXv3kSNHJiYmqtWqVZcxxk5HO/+2Xq9zzm/evHnkyJEzZ85cunTp6NGjr732WrPZtG/I5pZr1o4eOHDg5s2bFy9e/IFPf+YLX/hCpVKxJxlFURa0acVmH2dRnbf75bgQRieRymEcHTp06Iu/9uunz5wxxAiktCIiTgzadF9UCTCwZXV2H9yPcunS3PQSwKRyhOCMZV7cbKNyvnJ21HFhTeKiIDsBBhjQV60ZY25OTaqtOzTrCDDmvKNQTXIm754cuxeh65h6k8oBFQsz9VntMVf4qlKbghIQojrQBNNKcqKAO6nX/L4Pbs0HxBgxIPD8wcW5xWZ9MaiGHVNBdtuD+4UBDrBhZK3H2Ws3rpJW+9aNW2sjX+bZZ7as2L2bje1Q7VAmhNi1a9e3vvWt48ePf/azn7XKbM8J00Z8O5n/ypJpwM4zrW3wP/2n//TNb37zr//1vy6lzJxjACYnJ48dO/byyy+//vrrly9fPnbs2K1btwD4vt9qJXW+BoYGDxw4cHD/gfHx8Z07d6b5cvFv//Zv/+2//bdv3pioVWvNRiMoFFrNph8EICilWq2WMcb3/eys7uqXS5dMRmuj9N69e8HZ4ePHFRHZbwcCZ4JxuaqobntHHn//+z7z3/zo8J6dEjC8Yw8sBlBiKbF3kHjHXetoePaOJF+HrIJR9spEtLC4mPTlDICGMuAiOwjDu6tArKbGTKwpCIzS4KxYrEqYOSwZoIDCglrs41UG0gqB58OWZex+E0HBrXDdcnFkbkYuLC0GNZUWQ0mNMljNpbEj4UDg1YGXThwVLt+2brxkD6OyQJukc00H2bvq3GrMcRw7Lh04cEApderUKaT6zHxTWuu7iTBrGVJKq7qsxIMQQmu9cePGoaGhM2fOnD59en5+/rvf/e6bb7752muvnTp1Kgv48jyv1WppravV6q5du/bs2bNr165HHnlk7969QbFQCAowNl/OyQbPhw8+1KjXb9y4ASAoFABoKQFErdAQ7LzXYvPWO70Iy/xy6RKJGPMcd/369TwIXjt1qqGlz4QjHCNt9aS3mBHcFWM0zED/wBMf//BiyW8A/Q5LqvYz2EAok6Vimnu1Cp5W2xZIaiD4QKFQaCzWl4BBQBI4JV775Et1Gmao8/93klVYR+00nM3PzNf6yy50AWWbrO6GjiMizw3g+NCAWs0Za6swQyCvVFxPenFhYWEkSY7Hyml/lx/A0+0sloBr07f8chBm1px03Y2kzCHLnrgbcWqD4ZxrrQ8dOgTg5MmT7bOz5cDu2f6y9Vvn3NIYc+PGjaNHj548efK5556bnJycnJx8//vfPzMzYz0E9m3Dw8N79uw5ePCgHeX27du3du3aFcc3gFSSgWykS6PREIy7nrd+7dpSULh44cLC7GylUgVjhVIZgOt5SA2w1p1gv+Pd/HLGKCJAA0qR4H0DQ33DI1NXL1+cmNi4di0H4+BQBkSMw0DRva7onTCMQDFQGhm6vDD1upwfE9WkoBgxQ1plDjrD2k722+i8BQxQMNooRmKwv3++FU3Mz41VazHAHM4YkzDZQHtvYb8jdFljhgBCoxEXA6fWV4WGWqqLQpEbZeqtUrEMAuoxbHIaB3XpPTEEqeEwGA1GvuetgbneaMWgbF5rlmXhdXl1yIArCAEH4C5nvquA2I55WT+aTkvfEt2x504cxxs3bgRw8eLFVqvFOXccJ5tq3mMPEyGEUurWrVtnzpx57bXXrGvu8uXLU1NTAEql0tLSEgDP8+I4fvrpp3fs2LFjx47HH3989+7dAwMDK4z7dkzudMTZX6GT7qBQKNipY6lS2bp167Hjx65fv16pVIySxIWRUqXho51Ks06XTkeLXZcyxpIKiQY6jJgIhOADoyNTt65duHGt2lcrBCUYAynhOG9RtfduKKWFMECpVm3UJyeWFmStmpnNFLRdEN57kDWJ6R02w4pABAOluUC1XHHE1NTMjKzWImNcxjQQQzMbKrN8GHyX6E6E1hYsCo5KF1HCL9tdI8kr2xxfWJeUSBzl3ToxGbd73jBjUC1tFOLqrZtzifsgvYjt8+l2ixQC6aQrdhjnxAzg2Tsolw18kZKcwe3YSyBzKFviOM6WTLbMSalU2rFjx/nz5y9fvrx161YAjUYji7SyGGOiKJqenj516pRdy504ceLixYuTk5PoyE8FsG7duvHx8YMHDz7xxBP/4B/8g7m5ud/6rd/69Kc/fe/vd7vaCeDEVoQCEWcwGN+06fjJk8dOnNiybZsQAgRK8liB5UNH9k3bx0hLm9lMH91sMt8HoIAte3efPfXai8ePve+RQy2pS5yBHGhttNYE3u2WgI6wEigUy8b3ZlrNBlBJYwuzugTpnBjASs1kLUanUoT1NAi3DgzU+lQUT926RZs2c6LQxJyEgmZZm+sIkFnVovat6dowkw0YhkCZQalzv1ICOupzd4s20Bo+50AJWHvpwvz1K9Mf/4SCcEzSMaUdqlnFJkVgDFEM18FAqaQZcwFpnUw2bk1pY4zxuJcWe5ZKcrKVh5Z9mOM41ouQxXkppUZGRmyGztjYGOe8Wq0qpa5cufLaa69Zi+Xx48fPnDkzPT0NgIjsWg7AyMjI9u3bd+3atXv37oceemjbtm3Dw8OZor7zne/87u/+7qVLl8I0J+jtE8XRpi2bpVaXrlwWrtNsNoMgyCbY94kBFpv1SlBkQQCDqBmbovNTP/MzD3/yI7VyTQHJDvfKBmOsbiGfBKAXCwVJbLbRMEgjWowtuqVEVgboNoV3KjAjexMHhotV0mZuZtYATS09oxgXDpz2297lYRCrKPREqa/TLt5sSZ/OkzQdfcZqTp7AuN0oy20u0R98/flv/dmRbVsf/exf/WvWY9/5zlV8AHFwDRdoTkzenJ2mD33ate7fKGLcgWDEIdLopHpjqegXO6dRdhqmtbZVEpCOGEqper3+4Q9/+Nlnn/3GN75x5coV65o7efKkXVzZwdPOYIeGhqyhcuPGjR/5yEcGBgZGRkY8z7MHz1x89uMWFxc3bNgwOzt74sSJ1Sjwtjthn3Bc9wMf+uC//Ff/8tvP/vnf/4f/0CsUNEBdlnID4AfFxFEutZQq1M7IxnE+cdmpViL7Wcl8MZk6dtdtEoxOoqH6yzUiPjk/qwDFksgNAoTde8aQjQhY4VawZApMR9Ds8KgBPrjHAcBPa/goKN7pgjTJj3vbCFZN1xc9O4k01LhNpsYslG4VAXUKSmvpMKY1D4obAnd0ZvrI1Ss3AYeB2Vz2ZYftsqMyBKUkAb/z//33594499c/9ZdGt+0BwArptmZR3JIRczl33VKhZOOtbLSkSLEKCcNQKXXs2LE33njjyJEjJ06cePbZZ4UQX/ziF7OP832/UqnYQkPbtm17/PHH9+/fPzAwYF/tzNNDxxwvi3QjomKxeOjQIWPMkSNHuryWnV972VXSwMTNiW27doLwxsU3FbDUXCoFpVjGwvHu/3LaPQKkUawVkecXPF8x1Ep912emtevMA/1otxgDSMQcXlft2CatOMCQV/Idd35hsQlISqIRbQgUFAADTnZunFhoKDvCMjoj2jghANYPrxlzHJbMVxkAjsRAv2IC+i7psDsREsANOGkFpjoigLJXWVo4jKA5WPdDuQYkS/apdAHx5BOf+o//xx9euzGNJCD0bcUK2Y7Dd0UBEPN13JjG3KIDNMIl5hUFN9CAYL4TgGnYVCYAaUrBzMzM8ePHbR3LkydPXrhwodFo1Ot1dCSG9/f3z8/P/8RP/MSTTz65adOmAwcO+L6fWfztqBiGoXW4WT3bWrdWeFaENlrFBqMJIXbv3k1E58+ffzvffcW9GBlZUxnog2Dnzr8+OT/dVx2QAHfcbhuZhILRnu1KCC2AAYPr180sLEw2ZscLfcmHKqUFreb2EQFwgApQLpRmZxdmY6xxALKRwIyMhgJIG84i0H1NFVJpcaAOeMQLnn/+0hW3VV8zVB3sH7QiXGEafWDWhMZGV4IzzQBlS9x0THl4Ij/rt9EAuqqT2Rn/EoUmEGLH1kcB9md/+uwdjkPp8e8bDdTjpucIV7I1fvEaOe5Sy4EueAUFI03EJRwhYIxqNC/fvDE1M/38cy+eP//m4cOHT506ZWufoMOCMjIysmPHjoMHDz700EN79uzZvHnzxo0bK5XKr/zKr/T19QFYsYrrrNuXfM0o8n1/RRKdXS5mvw4ODvb399+8efPq1avr16+//+97O9liQQNSq3WbNk1M3jp74Y1HH+on0GJradAvd3VAAufMVp6FlFiQLRn4ipNx+FLUUgUYAzIwSho4pssuOVn+aXADl6O/3HeNTU5MTW8bHbB9va1XYRf12d5JnbPNFbJZNrgZEOHq5Rs6igdGa3pxTmtNBlJLw4wLt3PMxLumQKyi0JMVof0Cwu513Lk2Mx3vtLQjXe7r+AZKQgoEgR+oOg7sf6LsD165fKPVMlxQVpzWGEXQScn1bvpX1/E4dHN+vgQ2ILylm7fiRh2F4Obi9Btnzrx+5MTF02dfP3n6+KmTl27eCBVKxUIYxlZyfX1927dv379///j4+JNPPjk+Pr5p06asaAIArfXo6OiNGzfsOGbLSAOwZo/O0zAp1vAopQzD0FazLRQKtoySLXBm69vu2bPnhRdeuHz58tsUYcbU/HR/deDf/PqvvnnpUv/wEEAKpuSXu2pq6VRIWwsBF6g6fh2oDQ/PNRoLjYauIYrhEcgWLu6+KRtASc2JCY5aueJ53sT0pBodyCK2kx6FktiQO47kd5iQGcDYCCpWCYqbhmvecK0MOGlRhfYw2MGKme07Rff5hDa0R6f7ZhpAs3Z+sYV0e3AEVp58NnalIQjZOwwYgUPbIRbNFsp9BM5uzUyFYegY1+EdRspVuZ3qjYW+QiWMYg6aC5e++MUv/sqXfvWFU0cXFucRG0i4SCoPDg70bd6+bdeeAzt3J3UsK5WK9U90Vv4DEIahLYtkjHn88ce/9rWvHT169OMf/RiUKgSFKIrcIJBacWK2z5BGaa0FWBahxrkoFrNiriaKosD1hLC2AQPQyLr1kVYvHj926H3vaxfqRhZakC6/OxqNIWholtZkX8FAdUACwUA/zc2en5xcu25zrONqlwHWBMasDUMwGDQjzTzmAWv7h06dOTfTaEkgIngM4A6DjExE1EWwoZ1bSS0hXABVxy04YmFxMQac9gqNQObe9gf7ArvtKQ0wRzTC1rxGEEvfEwJMmlAQT6L5qePv38G8ieV0J0JFkDYvkCfxsoDtZxgIWidVy2SsECvhemAmq9JntCZta+wwACSEVoo4VzCh1oYRg2BgAo6KJPPZ/MJitb8MYPPOjSdOLJw4eeSpp56cnpnr768RAOKNxlKhULB5qhYb+ZVFGNscHwALCwuvv/76K6+8cvbs2bOvn3v1pVfmp6d8JgR3v/7tbypOEqZv3cjw8OCObTsf3X/wkX0H9u7YtWHtBth867uL3aoomzoKIbZt30nsD557/sVPfvyTdjNlLlwJEOOJCYGgGQfjzBbg4JoYo8TgbnfOILheDC2gWBhDuM1W68Of/ORvf/V3X3jj9b8DEBRFmoQDmFBG5Hm2p3eRTcg0uI0q0QQIAleAYeCgNOxdG0gCGx25fvENZuIFoJ+5UJ3laN4aDgQgozWUAhOex+w217uqa7/jFa7PzYVA4CSNRBhVQLe7nGoy2hckCRGwpTRI+w6uoSAClIJjNxoJWwEv2BJ1gAKWLVs6A6wo+y8dIRQgSV2bvvXMs9+tEtji3A9/6hN9wnNttS2tkYYx2kByvRqn2FvTtXXU3mWeJcuaZDoaRtIICAgA3PFIAFIjVoprMOLEiDF09soGjPE4joXjcBBBhDqCMVEomTYEVioVDBkieuzQwy8ffuEP//CZp556slopZVe4UCgB0FraUGlrvQRw8eLF48ePnz9//uLFi6+99trp06dtWDMAx3FkrBziw8NrSkHhjUsXPvWpT/6Tf/r/rgz0bdq8NRu8HTCyNhxp0M3uuwbYtGmTMfrS1SsAEGvEUVQUNoFZp92Wyd7dcTXsR+t0ZANiF7a8OYJCodhXgxAnL70Z2Z2fk9I3RJScqcgmXWnPaMiW69McSJZWJrlpIEBCO/DLtdhzpmRUB/oBh3fZ2dvTVgAl9ZAdoGRQJszPLQonsJtyhxI8jsFi4XUfSRzHcBwQWsZcv3XlxuTUbKhvgJfD6Im9u0YqFb9QQCPWsQwDwfkd7DJ3uH/pUwbgnG/YsP7JndsHAAcIAAY0FxaDYimZYVBbeg/ESIh22SQkzSo7kCsM0JRxFEVF1/c4J87AXZ6ZbkziZdNSWbsfhKDYEGe+AQyEYlwIpEWmOedLS0tBEBw6dOhXf/VX7X46dnElhLCDnl2qvfrqq6+88sqZM2dOnDhx8uTJyclJO2O0sY4AqtXqjh07rF/uqSfft33rVlc4hw8f/uxnPxvH6rHHHkPauajOOS7Lihh0wZNPPgmwl149YhjIZXB930l2ZQOSDmtll5zFzQEsLVYpbH1TDZAxhG2792z82EfHtm6NgAKss8ZOB4VK7fh3PJ928+nw3hok2xX3e2WPO4v1enPVxne7VUo7gAKM4AJjY2PNMJrVGGTgAoJ3lBFcFXEYzUxND/RVtwyuc+thodGslMoAtNGcMeZ4gtM9rsMd4YBvKDAI2vusA0BQLkMbEEuKhwJ4Nz32XTvr7R8k2c0dC79WpITLHeE4wiHrt9DgvGNXJiSOMC4EB0wMAgR30YrABCBZK0RJgBmpVaPRqFQqNhN8dHS0VqudPXu2Xq8bY1566aVTp05duHDB5qreuHHDzjmDILC5c7VabdeuXTam+cknnzxw4MDw8HCWUhRFkd36Y9+B/VLLkydPQhpwcOJ2hNdG2wQcgl12dnHxCdi4cTOA0+fOTC81Bv0CAKVMaKR3x13HSJvloR68I00LAJSKo8hUnK1bt/zlz32uUPSXTFQiN6ulwpj1Fd258WWuWmMDVhQAGLvvjIABqkDZ9Wfrc3VEGl1n3KYfYz9a29KQtoP2A3d2fu7a9YmN69fY4kcGaMSt4j3r894BIaA1cXgOl2E02te/3vNLnl/qr7qAgWk2myU3AIGDy2ROcN8nDqiFedEK7YbhPhBrFTAOYmAaxqRmvyTP6YEwzNCKnJH01huC43LZsYc2AIeDAzYW0Rhbo6w9tJALbqwH3paaYxQIhAo+45zbJPHFxcWjR4/+0R/90dzc3Pe+972tW7fOzs7azNTkIEQDAwP79+8/cODA5s2b9+zZc+DAgf7+fhtwbN9jDY/W6M85t/X2tNaDw8Oe5zebzXq9XqxU4kakKdkZjwnezpTrsgPsq5aGx8ZuTd64NjfVv2aDiRQLuE+Oya5g59UErCeHZ3NFA0YwQGz9+I7LmYkACazbuuXGjWtTS0sD5X6HwahkgUew+ybbggS64yMYSwe3GIyTzVpGtsuyARygr1g+X5+Zi5fg9BvV/WhIHea17IMBKFWrVTzPY4A0tsgbeU6ha88xQcUS3C1xEdeb19+8HIwovri0sdq3rr/KQUHg2c5FQ7ldtmcOjPcPFF2/L53cKTIKBloJZsO80xmoAaXzlHec7v2E6FAgEh0qIAZmGpEouDYGUxr4BMc69w00QTNoQHY491sy9rnjONCR0q0obNRv3br13ee/+8aF87agw+LiIgC7mcHg4ODExEQQBI899tiePXv27du3devWRx99tFqt2lQ365HLkvGyhNoVLjgDEGOcMU1q/YYNVy5deuP1CwcOHnQ8t9MUppSKldRaF/yu64hu3rrl1uTVF469tmXNWCnghu7eiZLWaFdwQxKuYS+q7QWSXdlaQKFWW7h04eb83JZyvwSEgd14iwF8hXSofUR7tDB9bGe4WeaBCwzX+vXU5Zuz0xju191OSe1nGNvLwlqNbb/wAweeiIEBIALCxdZAxVfQBirofs5rE+E54BAQR425uSCWoVOXJd9xnWQPQGk4Z92OVBzY2F8ZKFdsKJaCNrEkT4BxBc1gy2qxrIuhrruQ+2JVW6OZjokoQbFkM+EXT7x28fp1MN5sNsfWrnvysSfW+NxEIIA5UInpD3H6c4GiK5fOX7l08f/zy798/fKV+Oo1aI1YQyUZeuvXrx8bG9u6detLL7109uzZ3/zN3/zxH/9xdHjAZ2dni8Wi9dHZoW9hYcEmNNjhLkt6SM7dmEiGruPaxr1n/4Fzb5w/evT4gYcO6kbMGMCYHcE5t1ETXcf8yAj79h984dzxM9cvNUkHxBlQX2gUK2lSbKbJxJGzPOLRJHXUXeHAaESRcVy7jWNtaMgtlW/Oz4fr4QHZ1ncmWbh0OmbtEZlG4tFVmeMrDXLiqS1nuNZPnF2/NamHt63G8mAYYKAViOx+VfbbfeF3fnPd5s21m421zN3Y3/fYQ7sdwawvq0sVEhNCSs0FK7n+6PoNWwZHBgEP8ACFKJKxBw+cM7BunZAc8Aw8u3sSQYPB82H39wRTiQ8mm7LY0+nyM+6DVZXB73yQDoNLgGTYefDA3o2bojRteRYIPRigAcy19K356YnZW1Nzs0uNhZs3b44MD7aWFimOL730Ioihv2/3tu2Pbt9zcMfO7du3b9u2bdOmTdb59vnPf/7s2bNENDs7WyqVPM+zFpq+vj4bG53JLCt2dMc82qTeCRDKWAhn57495ve+curcWRBYkK5Vkvmz0WS6nn0YCIHP/uUfvlHmG/ftIc6XYlUVvFouZHuMLj+hTi9pGxu3p+OYgQvBGOAAXiGItZ5vhXbbGcESTxmxjkaSDU3JcZJexHRMQOyHZRPPWrFMRDML80l4SrdQOhImo0Zi4hoeGviBh9+/AegDTKxdwZpoCJDoUoNGShLCKK2ICW3Knle0e05qwxgBjAsBCRgjZYwut/smA7SUcHnUip2iU282vKAQQ2mtHeYg7VAYJdvyAt33yvdB95n1qU/CIikZBhnQhAo4SaAJlAAJPPPaqxdUY1q3ms2GlJKYcRh5YAKyuKav2Ffbtn6sIPU3nzu8rm9grH848AQIxphms1koFLJ9uQ4ePMgY+/3f//0f+7Efs6kGNgDlHrVb7oZSigvhCKel4wOPPQJXfPelF5dt623N7mTLEXc9eVItPP7EE39y641Fo0LAc7iMIWjZlbYlFLK7eXvLt5/LGANzYRBqCI4a95UyN2ZmNLBkwDRcAhikVCypDqbTQfYuYuqYFjtAJDUjNuj5nPNWK2oA/dS2kdr5xVsm4lrlE7e1I7Q12TqAClvW0BUDZYdpGAHRUbDyfiFHhPWGF1SaUlV8P1xYDMo1AnxGdueVpCoskSOcrrM0AOFwaLieA41iUFDQDrhm3NzRMv7uWEjfxkiY7vynUntMM2xduX4l1HJmcmrd6NqhvsHFxcXJ5kxYdPyiXymVauXSQKnSXyj2CW8E5UFQEXCMKYQqECKZrTqgjk0q7dJu48aNthJ79mRyLt0HzXiuB6AZtbQQ49u3w/fOX78211J9LgfSMjNvo7fjDsCgfWfOyCWgiHv5dztHrIRkT59kWzyQhmEuRwiUgGqlFDVbIVAmCG6d7jDKqjzN80/Pnzo/JlvusuTzGOBzZterg/0DQaFi/Y2kQKQ7c/PvoUbr0kw8FNkC1YARBHB+4sK1q3OVljq0b89gtUAQdJel8VtcUtcB4HO+bmik1F9LSuMBQGqRIWZj0LqWePY1EneRjYgGVljQ3rWJqGU1Sb2dj7PxIwI8x3VLhTWDg2XPXzs8MsCcD+3e94OFsuc5DkuKNLE0D9oBXLubfEwwAjGggDhGkcHl2QY6Ntln165dAC5cuGBTDTrrSnR99tqAkTGGM7Fl63bE0cS1q/B5BLh65YVejXOWwARYqTCvwkm0BuAzG+q+PKtNA6lJBqmNM11jp62CMSJlwOEYuIQiMFCunr1163x9vlisFoE4gsMReL6ElkB7UpieezYdbVfpNNoAHMwoLaUWnlDASP/w4PDIVD2OF8I1ZVFw2uHj2UZid+vvTOobtL/ZQZ6DLU5P95VLG7YOVJpqoFqIW1FdNSrF0iouqRAuNBzCxtFRzkgAPNlTXLPsonYbG96mw55sXZ63d5vLJ/nvOKvb3TmB0n8MCIBqsVCt1TYVa1Ss2b5qQ7na53A37QCVhpQgowA4xDhglCGjwUR6LJ7YLJbf8vXr1/f391+7dm1qamrt2rVEZCeit2+181Zou0IKvKAJ1BGz9ev09Nx3jxz7yEP7GUMSvonkfizP67gPDGyXHAz235i9cWtpYXvJz0Jgkku28pQZwGCYjbdSiT7BAWIMUkFzB/AEXKDmBWvWrm1ImZyZSJ20cUM4fvsjKFVgSjLDpEzs2uPMAYuA8xM3pq5PBG7xtTcu1Jpy8LF9nXPwrJz+PS/o8u+jwTnG167fXhxeAwgPjoHjuTqWq1Cg1mCMbDhCwSFtS+5p3TY0dbAaHWZrq47ea0US8LtN1yLs/J4sHdNg/U9hFM7MibVwgVjGgXDKLlfp1pwAWOIU5ADCpICh9b5kqyMGbUTaAdvbbwsB7ty587nnnnvjjTfWrl0rhLAZBqv5xvUmigGAJpSA84Xf+NLkzanhjRtC63BL6wEhTX1bxX0loDY8GM5fn1qaj0vDRoPMHazbdu3Js/xn6xpJ5/YKWsDAaBjtgPlAARgsVY9dvnDl1s291YFaep7o6LPusIglAEmtgKR8jU311GAEBTTCRrVYOjg0VhsaGwScWIm06XXu03JHdDYVancuhozmwNTNCWufc5C8qeB4+q61ee+KMsleIEynkQwSghgSHXZ85dUtIu407K0MN32Xp6PdS92kSwENMu2tjhh0fyHo870CEAB9wimlG7gToBHDxAxaAAzamJiZmGA0oGBakHVES4gbkMQ4UkeffWAzFR555BEAR44csc0is9l0ffJBgGZLGUXgEqgODSjPOXXhdesQVx3Ho9VddgkDVIeGotTkaNpNNT1ux2UntD3CJjVj6mTrH0Db7RbgGhSA4Wo1lHFDRk42EmrAwBfL0+FXbG1vIAzsHMMG8nFoxBGU0YDje07aEjXgOssyHu+9W0t6+PT/dH3CgUqhaPvokg9ooBWTNmkU6/3TUdqHEhHy9iRFrzAs3zPY/k7Qbf/s0ybtN60PiXSy3+WyWIh3jFUk9a5cF9qOMwDbvXkLY8y3G25GsWpGSsVerdgOL7TBbAZJrH7yXWEgJIxBkuViq8p2DoZa671793LOX3311SiKshXLaurJGuhYSsntFtmiGDRkZHwvG4La33R1l1sBQImqMfTM4vyKQJnOo6YzXYa0BIFOR0IAMknTSZLCyC4LHe/RRx/1S2Wk/ncQtFJGZAdufwJ11oQ3IEJs129JPyDAyQCtVuv82XNLSy3MtMTc4s997rPZV+ncX/oea8LbrpQm4Cf/0l9TQDM0TkuVAgHXAWkZh6LLMjaMWFZGzMpEiBXSSy9k97fMpIO5/bv2iNo+VJqUh2WhSN19zFuxqjUhrdQhJ4RxWHWLDDqMGtDwHB+FgCOAkmDpljZaQllHKANjINgCo8QgALtZARmC0uCcQFEYur5HjClgdO0GCkonrl+fITMAdMYxdHfpwwYrlzzBWgAHtq/d+qJ/6tTlCx/Zs9+K0GTRyHa5Q10uCwkcGAT3WwhV2AJaDgqq0/yStKB0x7U0djS1LqbRuTZ3nNtRSipEAGSsmuG1W9OvFmre1PzT23cOVjxGnDq8/smx7bmYZU/xJJWKGYC0VGCKiaFqde/GTQcfengNnIJ15SvVuQ7MVuB3/Lqs3WgJlKw7ebrHTsmjkiOgIetNUfaEs5pScXEUOcyFLVeZ2UAJHfH11P0geAfupeJ3bS6K1fgJVzxA0kUVkuvLCm4hWVax2z6CW9MH6zhC+04nf6U1iGwql+s5Jh0cHj70QUnuq4tzs65fADyyRe66zPBiQNEHaQIrAgyIAFYtTExNW3eCzIJdlXQIiCRct4sbQICAB2wAtpiy0GIKKBEWYjkkrC8v29mGUSZCUiCb0M0EIGzbUgwGcH2tjRZoATFw5uwpt1w6sGmrs9QY6evza55Ki/qI9hkkPwzSj0o9Fm56vRRAnhtDM0C0GmxqciMcSsNobtfbPRSYrJyJJ10XAYJ5hGFA27pADABEpevov/T7MMdzrfBEZkFpG5+yGS5D94GdtLx/pWX/WW5vXe+8seZt+Qnv9fTdxu77uU4mW9UwpBOGgaHgn/7bX59bX64DC8Coy6Ghm03WsWvCfZFoHQwIDHyCKAZqUSwCw8nytWOY77ZSLZIcpCqwuW/klTMnL81OjvQNVQIBpKvDjhCAzAKS/qZ5uylw29piIoPEg2OMHirXthVLfrFkR62FZlhxBV9mRLoteiudqApqT8AkoGAMYlebMlEBUNBu17WUO2kv3gjw7/TK6mn3Lcu67zvJZhUHvp9n30VD6Xtjg+2Szg4vZX4B27ZtY44435rl6ass6L5/NQbaOgQgCBwol8uO48wtzCWv23/20++2+fI9T352SQEYGxvr7+8ng3pqDml/NQArrQh39wFojdS5ykACpgUsRroRGwaUA4+BdBTd7c/vfpogwAHrK1dGh4YJoLYLI+c95W35Cd8VaNncPBuXqhU4jjNxdWJqeprW9Wmg2WwFQfcpcLSs92RAtVRmoNmpaVWpZR96x47gvk6e4Pk8BPr6qh/60AfH/FLRWqru9id3X4gYqYkz1lH6nxt9+PkXrwyvEc3m5pGR4X27OYEYo45y/ff2nFLqB2PJipMPlfvNBsUBs6JeZ857xQMoQrbcEpWggZHRkcH6UCsK7Z48XsGXMhSiy7W+SaIryMZYECqlMrSenZ1V7det82M1IRJKgwsY4Ktf/erIlk0vz8xUYzXMnB/7xMc7Jc3a82LceRhMzQ+MsSyWzsTy0x/+8Fhf1QVsHqrRQBxDKXJYujPBXaCVv/H03QO1PhulwN9mXdecVfGAiTAZBq2pcJkdOoyhlGq2WtNzszYTShAY59113Kb9zygwBkaoemUiqi8u2eL7aegg0yZmq2iTbUev/uhDj0lgxBaivv0dZuUw2B6jDAMDWdsDyzxiirRamJpifVUHcKy1sxU5npsGkiakB+n4zDut3hiY0ooxJgzxJFxrVRXsct4eD17H1x4umOnwxnoORtcOKi0XlhZtuTsFaMZXM1pZrMENqMBzhRO3QvtRUiKxn5iu4xGtwaehTAg4nLlAGXATxwCy76KBDimydC1GqblxeZljYwiAMQF4tVhYU+2zxYhIg2s4ngttYJa565bd1Ntm1NTxzygto9ghBqVEd5XWct4xHrCRsD0FZFnEvR0dm02UAxQKhcvXr7SQVHql1bUbmwZOSWxHADhcKJUEdSllmCAACkasSoeGtAMeeO7xS2+wWG0oVNd43sBAX/sNHZXXOlnugk6DlLUmzh0iBfSXqx5PcgjsjiiQBtBgBoZ1mpQT7n7ycRg5rutwYYwhEGccgJaKiVyJ7zUPlghNh7V+xWSqFGAWKBaLtf7+a3PTQ7UBDYRKct59q2EMxsSxEhAIwID3P/m+bSjGDbWgUfATdQi2moujgYDxBlCfnR/pGzCtVnNmwR9dSx1vWPZu6vSaLj9JAAaO4FkC7p6t21jqFXRZUlUmCawhAMyA6U67qwHoNmOLAQDHboHWGZVmwDi/7d057zoPlggtnZEwtldXwFLdREWqVsuLUSOKohYAwOXdn38YwnEghOcLK4hLrZlXT56YDt3iUjggvLH1o+s2rxXCMTCNZrMQlLo6PBnNiPmAR7S+0udUUBkeraXfqj0M3uXP7/gq67gUWLEnZmK/SUL/lyn8/sOOVz+nz3kHeOBEuCIWLWt8lSJJYGRo+M2rl6/duL5/eJQ6GuH9QoDrdFofNKCUkmH0mfd9oAz4Cg5PCgUQqBAU7nGwOx6eU1LzzzFkCzGUOq5ytsZtn7ZdRy4ff1aMRpRODVK/wrIA8PTnch/9PRRIHW/A3d+W817x4BlmOjGwm0Sy1JBQLhUajaXZ2XlbpKgp47c+yAo4AyOtVBRpKHCgUCiUy+UkvYBABgaQJl7dpSGTCG18zRqklhbZlB25BqsZeDqtKehUTfqUoeWxPm/5YXdzgeaCfM954EbClY0MiVsPEtxBjVe2bdu2nsqwLX0VES0AjGFCOCIJkQ8bzfnZuT9/8ZX+lllTKI2tHx0arRE5BGliSU63e6SQAxDkYwcOlAEHcAyEK+41B21/0cS7sOy9BqCkJo3ufI7QuUu57vjz9puQBJGt+JT22eaSewB44ETYpt2La4BxDg000Oiv9QUtcerNSy7pnRs3ruK4mpalljLGOOd7d+3uC02fcPsrab0gAxLdXh9tXd6OxvjAsLF1weLOGNjkO91vfY57m0naJpVlEm0/ex+Hz2S/LP405z3kQRXh8lQpEKAhDS5cPD8bNtYWR+bm5guOaDZblW7DR4kIpGC0TspiB0FQrVbXVgr9gG/ADRqxklGjIjh3ukmhsGgDIpcJDcQGUsK3aYICMN0nlltlmXQjRsAWdLIrw8yhqnGnuehbH9ceuz2KYhV5sTlvmwdOhElLouXNitAyEAI+Y4PFyv7xjcVxuGlljVVAIM6SmBI2t8hn5337mRJcoOBwOGWulZERud2ExRkGE8MwhxABAYHZ+lbSgFn921qmLEkBWD75ptsMoZ0LwU63Dct+dDzTWcim87B3JHv/Heb/Oe8tD5YIdeKCR+I9sNkODJIQOWgBaLQCz7VG0flYDzvdrgmTxp9mMUJEas1Sa79TqNhUOrsPevIqJ9frNqPX1p9lgNv5YS7ZxVmas8uWn0eycuv4rSOCr+NJ3vmGjhOzj1YuOe8yv6Tlr9/t1Zz3DOq+YNm7iAJCaAbtgZEGFLNNLyTcNDHI+ebxV86/eaHsFvVSc9va8Y+/77FClx2JlDIrqml/aq0bjUap1J0/MCfnneLBFCE8oC1ChohhCWgCz79+kgnx2KYddoQqAF6XRbJtIVOkpcRWWbItJ+ed48H2E3bMjTjQQhQtLVEkRed8r0uy0in2QRRFYRhG3SfF5uS8UzxYa0LcRVfW5V2E21+qAAilcgR3ksqlXaO1tgrknGdl3d7eWefkrJ4HToToNO51mA2V1lrLouOVy+U+wW0mQRRmu2vfL7aQaRRFVoHAfZXWzMl593jg1oQSGoALRlkCLsEw2OK8MSBhXJBqqYrP+apC/o0xmXnGlvcTXTvlc3LeMR6sxpd5inVnogAAoNUIvYKnAdfuiu5zbqAlWPe+QmOM0+3O6Tk57xoP1kho0jLYPN3bOSHdq8j6l5OU1ixRIJ9L5vyXzIM1EmJFvEgHrOPVXHQ53088WCMhlqcC3FVseS5czvcRD5wILSvOiW5/Crn8cr5PeOCmo1ZsRMtyc1iSPofOkqRZYc73/BRzct5JHrAW3JEJvmJXv2XvSWet3ebv5OQ8gDxgIrR0CKsj1U137n2pAQOdKzDn+4AHUoRpos6dbaHt3x/Ik8/J6ZIHbE3YkWF6m69iZQ5r51/k5PyXywNqHc3J+YtDPqPLyekxuQhzcnpMLsKcnB6TizAnp8fkIszJ6TG5CHNyekwuwpycHpOLMCenx+QizMnpMbkIc3J6TC7CnJwek4swJ6fH5CLMyekxuQhzcnpMLsKcnB6TizAnp8fkIszJ6TG5CHNyekwuwpycHpOLMCenx+QizMnpMbkIc3J6TC7CnJwek4swJ6fH5CLMyekxuQhzcnpMLsKcnB6TizAnp8fkIszJ6TG5CHNyekwuwpycHpOLMCenx+QizMnpMbkIc3J6TC7CnJwek4swJ6fH5CLMyekxuQhzcnpMLsKcnB6TizAnp8fkIszJ6TG5CHNyekwuwpycHpOLMCenx+QizMnpMbkIc3J6TC7CnJwek4swJ6fH5CLMyekxuQhzcnpMLsKcnB6TizAnp8fkIszJ6TG5CHNyekwuwpycHpOLMCenx+QizMnpMbkIc3J6TC7CnJwek4swJ6fH5CLMyekxuQhzcnpMLsKcnB6TizAnp8fkIszJ6TG5CHNyekwuwpycHpOLMCenx+QizMnpMbkIc3J6TC7CnJwek4swJ6fH5CLMyekxuQhzcnrM/x+Hgf32MudGVgAAAABJRU5ErkJggg==
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: NC[C@@H]1CC[C@@H](N)[C@@H](O[C@@H]2[C@@H](N)C[C@@H](N)[C@H](O[C@H]3O[C@H](CO)[C@@H](O)[C@H](N)[C@H]3O)[C@H]2O)O1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
Yes
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CN(C)N=Nc1nc[nH]c1C(N)=O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABo9ElEQVR4nO2dd7xcRfn/PzOnbbs9N40EAiT03hUJRQREUWwUC4oNLF9QQUUUEEFAUBEbWBGBH71JkRJ6hwihJ0AgIe32u/W0Kc/vj9ndu/eGFjTZm+S8X/tKdveec/aU+cwz88wzzzAiQkJCQvPgzT6BhIT1nUSECQlNJhFhQkKTSUSYkNBkEhEmJDSZRIQJCU0mEWFCQpNJRJiQ0GQSESYkNJlEhAkJTSYRYUJCk0lEmJDQZBIRJiQ0mUSECQlNJhFhQkKTSUSYkNBkEhEmJDSZRIQJCU0mEWFCQpNJRJiQ0GQSESYkNJlEhAkJTSYRYUJCk0lEmJDQZBIRJiQ0mUSECQlNJhFhQkKTSUSYkNBkEhEmJDSZRIQJCU0mEWFCQpNJRJiQ0GQSESYkNJlEhAkJTSYRYUJCk0lEmJDQZBIRJiQ0mUSECQlNJhFhQkKTSUSYkNBkEhEmJDSZRIQJCU0mEWFCQpNJRJiQ0GQSESYkNJlEhAkJTSYRYUJCk0lEmJDQZBIRJiQ0mUSECQlNJhFhQkKTSUSYkNBkEhEmJDSZRIQJCU0mEWFCQpNJRJiQ0GQSESYkNJlEhAkJTSYRYUJCk0lEmJDQZBIRJiQ0mUSECQlNxm72CYx3qPq/BjSgzAcGDrDq3aPRO7Dabmz0v9UjNMJrR8abfY+kilxPSET4dhCgqyrTQMgQARLgHBaQBjgjDmrQIWvY0/w7IlENJmrHYwCvaUzWNjI789qr/jFhHScR4TtAVVNlAxaHBYABGjYfUdFKO4x5Y94zs70CdG3HlXdf+Rud6HCdhxHRO2+1vkKAJhCqZqnRNrG6rTOw0XsyDQDER7Zh5suopisHZIPM4VZuka5MIsV1lsQSvhMN8gM1SME0Ks0fmBwxceQBqH5kHORUNyaAczDbNGhBdlV62hjJsb9Yo65PCQBvZX4T1mYSEb4dDJJDaIDDMfeKjXXDCCCuKVADHmBEKAEBcDBWtXgANGBZIy3MqjLrnpuxv91ArWda1WSiw3WK5HG+PYoh4CgzhAxyRBfGBo4oEAAHXMCtOWM0IGtSHIOumbUG3m2fIOk7rIMklvDt0YBgkICFmjGswupDDg5ggyzUPaUcNQOnANXQasXIOAcT4M5YG7iyPRzLO2+RsNaRiPDtsWva8wBr9J90bQMOckZGAasyqY8B6uqXVRtGtS9ZVYSNjJVYvUPIR79PWKdY756oEAJAFEXmYxAEAJRSjdtorZVSWmvAIdUO6oLOQtskx7QHuSYmJVMSRNU+HmlIAaUBWAQmdKRJ1pqvqPglABoCiKQugQkwEcsKmPDDQq0FK4UMVmqy2rVXwrrGejdEoZRSSjmOwxi7+OKLi8XicccdxxgDQERhGHLOPc8zH6NQpVx7TKNRKiV1JFVgWZbjeNxyOVnVbqDx3DBjNSuAUCDotMVTRr1CRo6jATNqDwWy4BKIwTL/AgC4kMKxXfO+4d+EdZP1ToQAlFKWZX3sYx+75ZZbzOV3dHTstddee+2110c+8pEtt9wSgJTStm0QSEErgIFxcBuAACRV3aEAuAYISmqyuMWR5mSTNm5RCUQAKWiQa7EUABDKlZBbMpO2zJghg+uHURRFHW0dUulyudzS0mZxa3RUTcK6zPoowiAIFi1atNVWWwGYPXv2smXLFi5c6LpuHMcAurq6tt1227333nv27Nmbb7bNBlMmAvUwskgjZuAaPIylbXs2twlmCD5S8BUsD1NIVgcFOTeKlQSAsjLmrl313AiFUPS0ZDJBQJl0izkxIjI2OQiCdDrbpNuTsKZZ70QYBEE6nf74xz8+Z86cL33pS+eddx5j7NVXX33iiSceffTRu+++e9GiRQBaWlqIKAzjmbM233rrLT904Af22XfPGRtPs3haKpso7XBoQhRBadgeHCcC8gywkOPIEkFrAMQtwRASmFY5phnXqJSgCK0d0ByMC04OCEEAzwPnyBcCz/PSaQ40toEbg7+TbuG6xnonQgD/+te/Pv7xj6dSqfnz52+00UbFYrG1tdW0UQH09PQ8+eSTd9111/333//qq69qqDCMjFtl6rTOXXbZ50P7HrHzTh/edsscCLYNxgEb5EAxEmqwxUpxOIAHgtLglmIoARxoDUpIWwgrSKUBC9oGt6FjMIBzDOfR0QEwFArU1s5Gj2romluVA1bSRl3HWO9EODw8vNVWW0VR9OMf//iEE04AoJQSQqRSKQBEpLU294Rzzhh7+NGHnnrmqXvvm/PkE08tWzQITEjbW0+Z+L64PHXmJru9b48ddn8/Nt8W3dORbgV3EIb9uZTL0AaCUuA2MRQAPjiIrtZWVcGGG3w/m0udfe4Jn/ps+/AwMg4yabz2Gj5+6KGfOeyTP/jhUak0YgHXq4fFyYaIHD52uDJh7WfdEKEeHc+1kqFomCp06qmn/uY3v2lra1uyZEkQBKlUSgjhuq4QwrZt0yUb2Y+IMdIgBtLEFy0afPiBFx+6b9HrC9WL88pKdMahGyP2UnLTzbp22nXG5lu2fvTjG3V0oLUFVUvogNnVc9AxeIyNNjhHS2fHXTb57Z8+scmmAAMjPD0Xnzj0yJN++J1jvrE747CcelAOgKgWduPUzGBiCdcp1vo6laABxSABbSYc1ecuaAVuA4RCQba12Zrw+qI3fv/7P5ZKpTvuuCOKIiKSUrquS0SO4wDQWgPgvFbKNYGDgwHMYth04+5NZ+z9+c/tLSSUwNNP4aEHljz9n6XPP79iwQv9Lz5bbslOOOP7Czq7cpts1rHDzhu/b8/UDjtj0jTAgtSwOcohLK9t1qZ7P/bIvEv+XvrxGS3ChufASgNsxuBwlgHcRhTD80xMqTBeH8AB5UZFjSesK6z1Ihw9NdYMcNsg+GVkcvArkeu6bW12pYJMC078/neGhwe//OUv77HHHo1Gb/ny5Z/85Ce33377/fbbb7fddttggw3MUCHjXPgV27aZzUjrWElisB3PTjmRxq57YZf3Tyc1PfTRuwwP3I8H7hue/1LfkiVLH3hk4ZPz5v7jn8x2xYYzJmyx9dS999t+++3tWZtAc8trcT//pc9edvnVhxx22Na7oq+Ark7kh9x0arLSkApuujEqwETMOWv0piasSWitRhMpIkVEgqhMNExUIIpJkQpJBub70Gxz6WUXWzYmTOh87LHHiCiKImMM4zh+8skn6zeEMTZp0qQDDzzwzDPPvPH6G0gKUjHpmMi8hCaKFZV8ChWFiooh9ZVoKKAyUZkoL2nZEN3/MJ1++rLZ7//XpI4/TchetlH3LR2pS75xdHGohzac+odvHjN/4cvU3X7Bxz56x4BPK/L02nzK4Nxf/bzoFyiWpKlM5BPFpGnkRWQuNWEdY+23hNXJtTaYqk1o0GDgHH0DcuKUSGifZAfI+ulPT+EWTvrRD3bffXcAjDHTBAWw4YYb3n///c8888xdd931yCOP9Pb23nHHHXfffXcukw398jbbbLXvfrP3nL3nllttM2ny9GyunTG4HpSCBiwPWc+cRSAw6FhRW0fHtrt0br/j1BN+OBUKTz2Ohx/AotdL227b4roolQcElk6atvkPfnjcqaeedv2Vs484PLViENl0VxSXud3CLUQyStnpkQustkKNh8ZJ+oTrGs2uBf47NJEkknULERL5xliRMF8OLu//D1H485//HAw77bx1oTBMRL7v149h7GEURVJK882yZcuuuuqqL3zhC5ttthkDXIel07AcOC42nbnZkZ897qyzrp37JJWKFARUCmjZIA0JKhOVaKhEiwZ0TyGmiqKKsY0xVSRVQioWqVKgttz3v/DFq4byVBig9+8yZ6vNr3z5RVowlyZm/vrz018UgiRRGFdq1k81WHtFFCfGcN1jLbeErDZnCGZmgke1jp4COEcs1ZQJ059/cd55vzzLtviPT/5Za2u7lNK4XiqVSjqdjuPYdV3jnjGOmSlTphx22GGHHXYYgCCoPP/Cs3fedetdc+Y8++yLC19dvPDV66/AYxf9/gHXmTR54owdd9lpvwO32HV32BPArQ7GOtIMTCMSgKO0PWw7nkLOthi3IIvIZrMdbW1eClzgu9/74Oc/e96fL8Q3vgzf9x1PgSEMVSaVqc3J0GAaI48p8cmsg6zlIoQEE2AOtA0C1fKYaQC2LgWllnQXQZ1xxs/yhcpnDj3yk4d+UknYtm3bNoB0Os05z+Vy5liMMeOtMbMoOOecc8dxttt++5122eHkH50COPMXrLj/3gX/eaL3+XmlJYvo2cXi5ecWXXXxcjC90UbTtt1pwk67ue/fs3WrmUhZ0JbF2QQGECRDkdmdkYCO0hBZRoiBj34Snz3qwJtvuXOTqQc4dso0pMEUYNUcM7w6IzFh3WVtF6ECAkAArabjZOwHQTJEWnGt+J3/fubqq27zUjj//AtkXJ0VWKlUPM+zbdsEykgpGasOmTLGLMsyppIIlu1acM1QpCC1yaYbzJy5wZe/AggM9GL+i3j0ETz0wOvPP//qyy+/vGjxvNtvW6K1bk1vtcUWM3fbq2vn3SdusTUmTbPhZBjguiDFLJ6LAqTbQYQTT95un/c/cMk/N2prnRhHjDRSHguioYzdCYKJbatN4zBzL5I+4brG2i7C6rSgIJRpzwagNDhHBN8Dz+Va4iGc9sOrQemzz/7RBtO6SVWHzrPZani0CVUzhnFlGEAaADTjYNxiEnZEkGRxcuzOjZ09N8b7D8YJeuNKZeMXX8DLC1Y8fM+TLz5dWPKyM/eB8NH7FwV4rtPLbrp1eOEV+0yeirSFTNrVAq4FEcJJYaNZOP4HHz33R4/n0i02JgYVZNsqmvfDaoWyR1JnMABBbSw0YZ1ibX+iXEFacFIpWxMEgbgGhA1PwynnceM/kXa2m7Hhtscee6zWitvWf9e044BgCDlCQGloASjmulZntjW14+6YtcWUL3z2Y0EBy1/G6wvx/Dw88lh5/gsLnnvu6e6OfdJp+H2IZG++sNDydnBdFMIolfa+efyMp+4XN//77lTqA+k0QlXJOjYgzIBnFSYbIkgT1inW9rA1AfiADcoKCTghIZZQHG2VEvc0tphytevGl910wPv3bpFS2La3is05TdWIzeouGgAkQdQziEo4HFkCQGAakY90CkyBGBhHFGOoFwPD2Hp7MAuqjD/84alpM/ihh+1g8bwCJNqVwn034Zn/xB88yN15d2i314XPMRkqXbWEDsAqxtkEpNb+qjNhFGu7CCUgQBbgxhLcKSvEFakydjdiHPf1p2647LUDPrT9ZTfOgheTDjlf1UIsgYhADB41TF/QgJDCsS2A13PHSAGl4DiwbAAQKuLWoAUH6NYanEMpWMaYOQDTBD9f0Zl0a18fJraCA8UybAdtHWWOCkMnlGOS0cCOgACo1yBJn3CdYm1/nBzgcaziyDTcLMBz7W6t8dC9uOqy+2dsmvvhKbM0A4NbjSxddRgASAbFAEZgGlzD4w7XnARIgmkwguMglYZtx0RlJSOLaQ6PwJUMtJQccCxEMbgNRuCay3LujmuGNtvgzD/+5vVQAWm0daO1A4rsss8BqxomylHrDaZB9tr/yBLGsrY/Ua1F5HqebcG2oCilkLWBoIgzT3miJbfRPgdsstWOAEdQAWcZrWys2tAor+XzNXsJMA0Go0aSIAnLTG3gsJjmiBhizmDbrs3TFlot5Bzbdl0IGQFgllIavq9BsBiCUqs/tJGLjVNZDJX7iJEGiHgu0w4IcF3rwda0N2qFmYR1hLVdhMSsGBCkAQ3SjBO0xGX/8Bcv1NlM18lnbKbTGMxH6RSgEQerGAZNHMqGdKDNjhFQBgvAq94RxwXnANeEvNCLBfUwOCRzImAyhIycOLSFiAkRacmAtGfZHLk09ytwPGyxRWccdz4zd1BpdLYwhljK0OZMIwDyQLmau5RyQBpoWKwpYR1iDXfxNUaqcj5SnBpr9zGri41MLbcbvhEAQA6YQ8xi0OUA2RZwDq2w/HX8/lc3Fou5P138sUwbItnb3TUpDqEi1JK5rCJszJkpQIB7jEAExkEUKR06FgdcTczisNzattwCczViz00DEAK2BcZgmXylHDbaoVrNDCpJgpPL4SgVwwIgGxKOWoBIsj+tk6x+EdZT4jKYNY5q2XA5NwkCV1rfj1jD9wzgAtAjKzoAYCXAJnKgoZAmizLt0CYLWogLz0XPUvfQT0/7wP6wGDw7yzSYQroVYAJsVdJDsMZtjVOnFpXDwOzqJwbPsbqAGODcDESyhiPA4vAArrUmaE22xZFKw/fjWZu5sNgzzy+w2TYMHQ4x12ZQsJE1CX+JV5dzYhCAAhjgJSJcx1j9j3NUN6aaf7pxcZNRm9Fb7atHfwyAyAiVW6m+oWGCKPuRRehZgj/+9bIp3d1fOWanzokANNMMgOMCTJCsrPI428gMd96QkJuP/BWoZZ3ImpVDR3YZ+Wu1suMc3CLzJ9fjXgaWjVjFyuTTIFadFEkAbLMGlGZjb1XCOsbqF+FIWdT11tTYfk29kcVNrS/BZEPnp+EkqyJUQGQ6SEqhu3MqoCPfg4+vfv6OFC8e+cUd3/9+AKgEgdYS3EzAB1jTYr6IiDFm8taYb2zbzmSRyrBYlPJ5AMZQ1/eQo1PfG9du4h1dB1mTIjQKYo35wqjRYowkNarNDKzuKEd2HX3arJaUTJLT1YZ/XIRnnhraevuJ3/lBK1lG1My1XYKIVACA2fW+WhMwIhz9DTo6M1L5A4MAwDkBonZDVEN8DK/Nr38vQywJ45w1Va2yemGqv+p/MpZQg0mwemI/p/onDkAAMVjU0EPzAM8ck3MEESziS17DxX96sS2zwbeO/3SmA5IAhkw6BUBTZNkaAIlRa06sSRqzaZhU/EQEhilTOzVFfb0apnfJFCwClzV3VM0YEgfZILuaQSdhHWJ1P1ENpsHqa5tw449phMxmVRjAR5YZYwAzucYUIKqtNaaBHJAxGxCDxcAkLvjVkwsXLtxsy6mfPAwVH54HxqqzmjiY49hgGA/hQeYcqJpbERtMmwTovt4CAMCqZl9j9cWbmn/CCaubNTBEUUs5Abu+QFjd8W6mKPBaqkJmvjMKhPGLBqhaNWlMBWBBp4GRdixjmPso7rpzrpXSvzj/ED9AawfAIHVoMQDMrq1Hzd0mp0uiWkZTVHMaYNIkF+ADfWFt3ex6HVVfXC1R4jrOGmjbNLapRpabbvhhrhurfeINXUSH4BHSGmkFj5AmONC1tTihAZ3PR5zhnJ/ftGjxG9896aPb7IpcDkqBQXNOFrNtZgNcKVkpl1f/xb4dJpcBq2GkmGsBEauUICNoBdJOtS2QZNpeb2jCY27UIYEABIEmAmnEZjiaiSgOwaAkpEwrtErdSkgr4n4JJACNcoXABEG1tntvvIF0qnXb7WYccfRGSIE5CHzi4DZsVnMnWpadzbU0d6R7ZccM5+ieCAZr0cIBpsEBXZ2xZBbfNna7VoUxDSZqveuEdYc1ViJrP2TcnIQ4lqh2gJBK8UIRUQSLI4wjIPLSkhigUS4hDABAaSgJj2F4AEoh18J6+hcDGhrTN8Cf/rzvNdcfM2U6QrGcMbS0GmNqlsLlDT7GcWZbGCZOAlg8NFhhDVMFdQxQPd92XXVq9LhFwjrCai+UIwPsDbnoweC6NoGiWAEolfGd48/785/nxhIMFhCE6I9JBT5+dupTv/zFY76PYgHnnrPgC5995pqrQByKYXJ3lyDyy/j2/938u4teaJsAAI6jNYqFfL+Z7gCgtky8IvBx4JcZDcP0GeCO39OzwnSILdtEIFTH60dvLWsd7IR1ijVgGVYak6iiYxVLpTWBAddcPWfuk4s4YDs2wbLhMGZxCzff9MQddz5t2/BSeOiBBdfd/J+rrnhy0evwfRA8i6VSHubc+fAjj81xUwDgImdDdrTnRkfb6FFBO+MHho5uwO7v6XsdrHZqo2LlGj8k/tJ1kzXTPGsYra8JI4x8x3JSngNCKoVMeprnbFCpoBJAIFeRqUIRYEi3dDKrzViwVKZ75kY7Pv304gt/95znYLjkKCCswLXbJkzoZAz5YQDtQjMateB7zQSPw3lAHKkc3Gx/obwYHNLEFOn6DCaMrr+S3BbrJmtAhGbob+y3ac8DoDV8HzJGHHtStngOPBeAm7InZLMghliVwziKFYTGcKHIbHXE5z59+SUPPfYAchkPCpYNpa18vqwE2nOAgsPbONzqLzMNSBP2pZmJwxxPMLR0YsIUodlQyYftAjwCrwWvVTu0aDCRCesgq1uEb9kWJSipJQjpNCwOm7fIOGUkI3zIACRRChHqJalWcAfEYWdkpi36xS8xacL7vn/8vwdXgBQsDttKaZFzOKBRHIZf5iCvGoVTzQRj1Zw04w7G0doZxaqnp08xroEAtsQoSw6grsNx5lhK+F+wBgbrOeqzk1C3TkrIyLVbFEMUgSRyme75Ly297LKZnPvpTBhKHseMOWkpkMvlCkW0tYHbcb74BvieXz92h1+c98qVlxWP/XariMGslOt2CgHXRSYLz0MYRKm0B+JgHqAIUkOBcdRmIo0TeLWd0BeUFy1f8eLmm810qkP01fn7ZG4fa/TTjJ/Tb8QEFXDANPz16Pqi6p2uj06900U0trrX/Xpn9YqwMQAZqN96AUitYmZrRjyoIJNGJPDKK0tP+cm1Wi8GH1RUSqXb42iS0h05t5MBjCGX0ZqVYeNLx+KGW7ouOP+2Aw84Ytom6B8s75Tr5jYUwG3EqpRKA+RVQ9YsDhYDFYU0H2eZcy3AljRravvj0bLli19w+NYEi4GDVyPTR8oqQ8MioeOJat2qAEaoVyE1Eep6tUsgzuvRGmZD1iBdQ3XelqouDQkTcTvOLvl/zZqYWT+2GUgAo5SXBqAJra3I51Eo5A8+6IgLzp82oRuxhNDVCfS77Hr9qwuWdrSAaUSB7zq0bDk2nIHfXbTfbtv/7txzKhf8KdvZtcGy5X3DBXR2wnZgIQY0qKW2YBPAOEEDQgPWeNIhA9I262zxgKBU6tcaRJZlrZQcdWRe4ng585WQ9dQHmnEzlEImEw9DdZYkc0acu1TXG976ovQ4vt7/JWv2IqnubLAAJpUsFiUYci3onJD2UlFHN/IVpFvQ2gE3hUwaKddLOx1MIfZhs9ZcpmXD6WAcG8/Esd/e9657/3733cilujLZVHsHOIOUqEQlIAKPGgptGsiO23lAkyZNAtDb26u1Hg8h5qvM6Cqj5gbQDFWLziE5FMdI+7tmHmu7j88m9pqiGTUNWYCtFGzLbW+3wwhhgHJ5WRj3SUJ7F5iL3gHhpSAkPFd3d3ZZGg6HBWu4fwXj4Bb8CD86ZZtMbvC8cx/s6x2Ow4qZ+25byHgTgAwgYQlYsmH20ziygY1MnToVwPLlyznnJi3/2kpD65lBNyhOAZJBsLoCR1FLeDJi8NevVDprJoB7pR8ly7I8KTUHSMFxwK1CS3vkpeC4sBC1tQbcgmMjjlaEfl8YwLFhW3LSpNTQADhHrhWtHfjRT45+/rlntGAp14klghjEAJ0j3QnYQBHoBYZqFtjmowfCxwNKKSPCpUuXmnn3Znm2tQWqjb8SNDOJOwis6k7SYKZXpxmMpzoCk9X13oCGmSJydESeDVhsZM72Os7qn09oHsaYniFxkD04OAwgm4ObQiYTBuHiSoB8vshQaclAKzgemNVvOcO5LCyGUvE1ooGJk6EULGgtcdQXNjrowF2kGqqU8ykb6RRCH6Wi+VnL5OcmCM3q4ht3CeS11kaEy5YtM9+slS3SujWDUSRHNVsjauO03KQzByIaWeaG154IjaRTqFK3hOOr0lwdNKNQ1kYJJkyYAAAMPb3Y431b7rzT9LYWuHZrJPo4144FaGy/Q0dLq2YOwLDDLhNenV+2ODhDGJSzXmsY4vjv7RHG/V1dXVqAEbRCprrApl3NcQYOlMEyDHx8DVAAAGzbnjhxIoDe3l7zjdZ67WqUNnhCAdT9pbrqGyWT2ocZrzgBGpLDWekYpr4em3pvfWB1r0Wha/kqOOpdcQIYhNCOy8NYE+OOgyiGKXguA+MBYxrIRhXYZnodR6WMXA4ihueAmZycyoZGTCgWkcuiUsA5P3928y1mfO6LrdyB5YFVs8cbXMDhBDb+Hm0URalUynXdIAg451EUeZ7X7JN6VzQMQVUAMMqOJKpkEZgEudUwCQawABAKGvCAtBFbrVhUV9dhte+Bes6hdb9zuCYub+xvMABwHA7A87jrggGeC9uCY0bIKA14ALwUuAVugXG0toLzatIKAPU0pEqhtRNw8MTc6IYr5p/w7StvvlEzCwqINQjZSKRBWcAZGloBFrxJMMr/miiKzJtKpWLeSCnDMGzcRqmRppdt2xtvvHEcxwMDAwBct5nZqP4LqJojrypNHpb9qiXUECFAaULal4LApQIRiJAvQFdbKzTWlq6NrfL3xBoIW2ug0RnNRrbgpg/OwFk9AaldzavLAAZuVl8ysZ/1bQAwpNLwg9C2sfv7vRNOPKyjdcpJJ/7+ofsAgsXTCnBtDkIhLyd0tksK1sCz9TxPSonaUqREJIRIpVIAgiAw8+sty4rjuO6DMVsODQ1prdcuxwxQN2m62qmrRbqm0lnAFiFEAJuhVIaC49ntEemKjzgEFDIZszEfczhQbYh/PWC1W0IGbsQ1KviDjXpbd0izkQyIY9zW9tgBBvMnCwyVtixFoWptxVeOw2FH7Vgc6jz+69e+/BIKZYCgCWGMtnYb4Iys1d3VyOfzAGzbLpfLRoqMsXQ6HUWRlDKdTjPG4jg2G5uJ9pZlTZ48GbWhQjYOW8zvCl1dMAcAQYSxFATAdsAYhILrYWgYBMdm6WwWto3ePjAGIpT9YNSRxuF8l9XJmm1ts4bXm/xFV7OzvasJOxpcggVAWKoMZjzLD6Bs/Oy8aYd97uDnX3/juGMvLwxAVEs7SILBCwNa3Zfc3t4upVRK5XI527aLxWKpVALgeZ5t24sXL77iiisuvPDCSqXS2CI1Ily2bBkfm4xu3DOiFl2ddmy6G6mM7WWVwhVXvbjnnn/cdec/9/Uj21LVVxTgjDPu/tShJz87DyBkM63V6VujGqLvsiSs9azJRz56OIjV45LHpLtvuO+sNrOORteOJssTE4AQotyabQ98ZDOAjZjjlF90HvW5D973YPl7X1loMwwWpJeCZQEauVT76r5kIy3j3hweHm5tbW1paQnD8Nlnnz3jjDP22muvz372s9dcc00URa7rmpanUso4ipcsWcI511qP6UCuPShANxqxMIJtTVi0WPb1t1x6KRUKKJUhJVwHttXR2xO0ZAGCbBybGGUD1wsdrn4RjhJYfThIjtpg5D0HbDBeC+pV1QWYGu1n9U31zB0rA1iZNBSBc+W6yHXh5NO232+3gx964OVDPnxlZ9b2SwAhjGgNXK6Rn5QyjuP29nYA991336c//enddtvt1FNPXbJkyV577XXUUUd1dnZalmUUyzmfMmUK53zFihUAbNtem4YoRjLoUaNmBgYKQsJJoa1j4mDB3WjDPc4997IVPchkYFuABqlMpURKQZNxjPOV1La+TGJeo40fgq69Rt/fEUPHR//FDO8GZohpdGOVgxxQWossyPGDvNYVE2DBLUzZGL/9x/Rc59DL81p+cOxQmiGowPECsHxV1asT27Zt22aM3Xjjjdttt92+++57zz33CCGOOuqoJ5544oEHHjjmmGOISCnlOA4AxlhXVxcRLV261BzBfL9WUY99qT68CV1t3EYYwQ8xoWPmpz+zse1M+dGPHwzC6tJcKbeDdGoku+V6zJrvgbzZL9aDBhuTQY2ga8tRjGmscsDiTqY0VMlkc57rcXAGVPyibWP6prjups+p0L3s4of+/he4DjjLhAKrO4w7juPe3t6TTjpp0qRJn/rUp5577rkNN9zwhBNOWLZs2d///vddd93VWD/GmGVZ5XJZKRXHseM4RLRixYogCN6jd1Q31GX/jVfj7Q8y0mfTgB6ZvASnFp3rms9xDCLYFgp5yFjN3BQ/OHH/xx55YM6dolAwwd1WEGtugaqDSWLEuTrSVWnUdsMARsMZUjWH0Hu1maNaasYJL9Z0Vjtac6jRr9HohtcIouH1pjsq0ooUkSSSpIkk+YKWRtQXEvk+XXMxTUndOCl18TX/pL4+ihRpTVrrKIoaj2JajyPnokdOor5lpVIxb8ZsWR91GB4enjt37qc//emWlupapNtuu+1VV11VKpWIyPf9xt3rO956660f+MAH0ul0a2sr53z27Nl33XVX47nVdyyXy0QURYG5XTJWIoqrd0ytdKtGruCd7vaYl6y9xjwuSSomHZGWirQiLUgLIhUL5QsSRJGiUliQRDKisEIipuEChTFdeyV12Ffd8E8ql2in3c6fMu2CgQINFuln5/RMnXrOI49RoCmkUNCSiJaZE5B+SDomqYJCgUgQxUQhkTBnrlXtpc3mQlMsKdak9MpX+vZoUx7M7RJEZaICUYGoTCTG3BlNZI5ff+L1shGGYf1fIhoYGFils1iTIlwdKCIxUgQ1afI1LZW0NKKoWKGeJfSPP9CU1r+0u+c9/igVixSEVY2VSiVTvuv3ziCEEEKYNVuklFQr/WYX82ZgYCCO4/rDKBQKF1988e67716v2o4++uh58+aZ3aWU5mn5vh+GoakC+vv7f//733d1dZntJ0+e/KEPfWjrrbcG4DjOZz/72TfeeCMMw/oRhBBE1NfXRzSmwlI6jir5MsmVRDhKhw28jQJ1g+p0w781HVJsNlMq8iO/oGQgKRZEYUxCUBBQqUQvPE3f+/ZDl/zj5Simnj66/BJ/Rse1d15DoU+3/DveeOYVBx28sK9IZ/26AHz38f9QRVNAIqLlMfVVH6WUpIJqRUCCKCTy6zrUeuRVqzGUJCXHVODvhpqkayIsEQ3XRKhGrl2bbWNNoZSxeSLm0cRxPKb8LFu27NZbbzXbjPnTW7G2i5CqN6tWYuq1edGnSFMoqLeHvv+9Jye0nrzJ1N899iBJQUKIYrFodh4aGqJalaa1Nne2kSAIzApKhnK53GhF33jjjZNOOsn4NlOp1CabbHLaaae99tpr5pjmgGZ3YwCFEE8++eRxxx3X2toKgHO+1VZbXX755b29veaA55xzTiaTcRxn4sSJp556qtnLGGFTd2hNcUxRRFIYayCJfKIyUZkoHFt03rFU6oZ/zc2kMlGJyCeKa5qOieLAL5qDS0FxaIQeE4UhBRHR8uUUlSkq0I+O752Y+svUtgv22/dsP6ZQ0p23Uwu74OqLKYioLOhTn3lqwsQrXn6Njv7qgpkz//7YE1QRtCJPRVkWpLQkERgTSxRTVA4bRFiuvXyq2j3SozWpV1WFpqyIejXVoPZ6vVP9k080SDQcRiVT+dar4MHBQfOmr6/vwgsvnDZtGoDnnntu5bL0Vqz9ItRUKxAxEZEiLUlKEpoEka+pLCgU9Nkjr5rW9Zu9d7u0bzkNDw8TUV0e+XyeiEzfrFFvjY3SMAzNZkIIYw8feeSRo48+2rZtI7+99trrj3/8Y29vrxFMGIbmUHXjKaW89tpr99lnn0wtSOTAAw+8++67icjUCFprY5kXLlx45JFHArAsa5tttrn55pupZq4r5UgrkrWmkaY4FiVNlVo7qiYeXb8tq9g8o5homGiwJmlzV32iUu3gol70paT+wSjSNFygqEB/PI92mHn9JhMub2O//cKnH316HoWKSgH97S/LJ+X+eM+tFEhalqcFr9HGsy7dcYc5555Nbdk/PvYQVSoURBRKijSVyqQlkaRyURXzhVpDNGyoDszJFDSVNPljdfgeCo8aU2c11On1NjkpIr9mJON6LTw0NGSecrlcvu666/bbbz8AjLGDDz548eLF9Uf/jqz9Iqy2FkrmBpEiHZOMSSgq+FFEAyENh0SFIu2z+9UzJp35qY+faOqw4eFhrbW5iaax10gcx3VNDg8P19sVUsp//vOfM2fONELKZDJf/epX77///nw+Xxet7/uFQqF+qJ6enlNOOWXmzJltbW2c81wud/jhh7/66qtEtHz5chO8ZrYslUrmF7XWjzzyiPmVbDb74Q9/+NlnnyUiTeQHFAiSVJC0XNJySYNCxbXSJ6pFttph84n8t9Cheut/jYWtF0rTUxom6tM0oKkgKS4HNDhIIiIRUlCmW6+n3Tebu8WkRydm/rrrdv946j/UN0QBUUVRJaTL/yk27PrbTVfT0j6qEBUU/fKCwcmd/9p2k/mdmWuefoRef4G++aUlr82nKKSKpMFSQSqSiiSVi+FrRMNE4UhnVRNRSDRI1EPUR1SqVr71k181RK1+CUcE2dglHqnLqvfESMvUyIZFixbtv//+pjzsuOOOl156ad19sHK5elPWchHqeoPBFJQyadLC9OqpHIcxLYtoaYWCZX1UydPsPX4DTDn00EPNTazXVY2+ljiOG+9d3S/y6quvnnjiiVOmTDG3u7u7+6yzzurp6YnjuNF3YhRudPXiiy/+3//934wZM4z122STTX71q1+ZHmalUqkLdWhoyIi83vStdzjPOeecXC4HYNKkSWeddVZv35DUxiLkfVoc0mJJg5KEGvEuqBHroWPSYiXr0OhsEaM/KqLRjpnqvrGmUjFYJGlAUsmXUkiKIioO0tyH6ajPPDtr2nWtuGbraXf/+XcUBBQoCogqRH1FCkK68xZqYb975F4aKFOBiiWifIU+sPPcTvuuSa1XPPs4HXtUZULqr9O7/nzRb/1QUKSpWKFyRBHFMQ1pKlUbh7KxcVgmGiDqIxquSmjEZq6S8Y+JBokGiMqkxVgRNtrGBoNZ9xEsWbLkmGOOMd34DTbY4Je//OWSJUtM4TEFTL+79vHaL0JBJIlIEBWMDk37xI9IEBXj/uFwhS/jSFNfPz36cHmLzXcH8KUvfckcwNys+m2l0YI0bq6HH374iCOO6OzsNFGdu+6669///vcgCOptTq11XbemFrz77rtnz55dH+7bbbfd7r33XtNJGONlNZ3Sxt/1fd88vBUrVhBRX1/fZz/7WXOczbecec8jdyzuXxQRRaQiKseUF1SOSEhddzCoamPyTTyl1CA/0dDrq700UUwU1e5qrZstSQkKBMUhkS8pDGnZ63TqCdTBL52Uu7Iz+6dfnBkXilRRVCEajGkgogpRRVF+gC79E3n4201XUkAUUE+FRCGke26nKW2XdrSc+ux/aN6T9MUj5m42+eYMLnzfTpddd3UUxBRq8jVFNeNXlcMYHxLFDf7Mej92lUSoiGLS9Ya3GLv7KJeVIq20rG7wve99L5vNmrCKY489dvny5Y19mSAI4jge44R/K9YJEVbLf9nUappKmmJJVApiWbu1oaJihQTRv2+fM2PGDACnn3662a3eRTQf62+WLl1655137rLLLsYWZTKZT3ziE3PmzKk3Yk03sn4uYRgWi8W//OUv3d3dAFzXTaVS3/zmN+fPn282qBvMMAzr3Xpq8HQXi8V6u7duG83HW265ZY899gAHHHz+65/7z3NLIkURka8oIhGREESy0R7Wu8lvIsIRd0uDDmstLlFToK4rkASRUBRJCiMa6KcLflnadPpfbPx6k6nXfevrKxYvpnJMgxGVKa5QXCGqSBoq0rPP0hcPf+agvR479Xs0/zkaCuMKLR6K86GmsELnn7v0u9+9oa+fSiXyy3Tpn+mAPR9zcdr0iecc/60n/jOXgojKAYmRPnB1hGC001LUfDZ+tRJZ1fKjGs1+tTLSY0fFVLV9RTFpeckll0ybNs1xnEwmc8ABByxYsGDkeFoHQWAe9LtUIK0jIhzpKgwQLde0XNOgplgTGTdGrYXlSyprErfddpuxUdddd52xYPXutTnqokWLTj/9dBNKBqCzs/O0007r7++vO53r91cpZazWCy+88O1vf9vzPDMpacMNNzzvvPOqIwrvum/QSL0uqO+7aNGiP//1T8wFrHRL+84nnHDF8DCFMfUOU0hUUIWIwkCSVKRjEhUiSTLQbyHCEQUqHSklzBSqWg9ZaS2J4kAMVMSgJFWqUORTvoduvYLet/WLwG86c78/8si7n5xHhYhKVa9luUIDFaJ8mRa+RCd+lSY5d3Swizfb4C8LnqehAkUUD8VLTRmPNEVUewkKYyqUqFCgP/5uYKuN/5HFDVtMeeKnJ/uVMvkBlX2SmsqhKIVFTbEmFcVyzLCKqpuxVdKhKT8BKb9aimre9VhRJZSDmkpEpSgaJPJ1VHnw3jnbb7eN8cZ98IMfvPHGG01JaKyL3wNrvwhH+uvGs9ejabmmgarrTFe9DJJiTQOaBmJRIqJf/vKXRl133nnnmMGcIAheeukl0/zbYost/vnPf5quY73NaVRn9tJa33777Z/4xCfMXPhUKrX//vtff/315lDFYrGxofveqA8zElGhVBwsDn34kMNcZ9sJHYdtv+UvrriEAp/yZQqIBqPBiFQxUFoSCVqxtH90481QNYNhVNJjGmDV0TA1MLxcU1lSoRT1C6JSmYrD9MR9dMAeLzq4vhW3fGivebf/m4qSVgRmTE0MUWVpuVQhWt5PZ5+udtrkyTRu2WrSYz/89sDLL1AUk9CUD4YFhQ0VYkGSX9UkUUQqJCpX6Jkn6QdfpQn8kTQuet+O1zxwJ0U+FcumjSyWD70uKZREWlOlTPlBHYdvFwPyDuhRbe+62Y9IxSQjEqZkCaFeemH+d771XQs2A99xxx0vuOCCum/m3Vu8t2LtF+HIrR8T8dDYPYg1+bWeQ3Us/uSTTzb+lUWLFvm+X29hmhbgSSed9NxzzxGRECKKomKxODw8XK/wzOj5WWedZQaFzHG+/e1vP/XUU41dvnq/vD6UtErUn25Dn1NIKmui226bd8QnL9pmxj8c/H6/3Z5f/AoNlahCFFAhpMH+Yr8g0kSVcvRWImxsxytJlbIMKiQlVSIpKR6oLPJpSBBFMb38LH3vq5Upqds3ar9/py3uvuB8NVymwYiWBpUihUWKegJZ0VQJ6B8X0t7bz5/iPN6GW75y+OsP3E2DeRJEfUOB6R1EsdREmoQ2XfeYZGzKfSGgBRH1lUIKfAoLdNMVdOAez0x0ruliN3zigy8uXEChpHxcjGhQkB9pCiOSkrQkIcgPzSBNSaj8qjlINZEiEfh+UNDkCypXqFghGRKFmkJFxTItmE9nnnZFe2YbC5NmTt/+F2f9auX+xfptCWlM8YpHOxvi2vBr/RUTKTMyHsfxl770pVwu197ebobXGxuN9UCklR1cDz744HHHHWdGhDzP22abbc4444xFixbVN2i0XeVy+V2GTaxMvWow5xbHcRj6cVQOw1BLkgH96TfR7tv8u9O5usW++JST+19fSkMR+aQjCof8fjnGmVGl3icUcRyGYUPgmyStKSbqKeRDolDRwlfp5BMWbth+abd7TSv/x1mn0sLXqCyrQ+ZFUm8UymWiSky33UqfPuSpyambU7j+w7utuPkyGu4nIUmQkFRQFCmSsawP8cdEiiRRQLo6+tAX0/yh+EVBJATlCxT5VOih359Dm3bfvEH71VMn/PrUU+cXKxQqKsUUERWCqgGTREFcitSQpgGiwYYRi3eJIoo1DUvqi6gvoGKZaDik/jwFPv3u1327bHfWtpt9uyu3z4f3O3qwN6zfSSGE7/vvfkT+bVjbRag0xbVmFRE1ljlV856NjiZpoFQqmVizD3zgA/39/UQUhmGlUjEeSyM/U8lFUTQ4OPjggw8edNBBACZMmOB53v7773/FFVfU9WZMqPHWjKkaG/1m7x4TQFePWSOqDmTrgPwSVSoUKVraQ2ecubg994fuzD0bT3rkH3+nckQBUUiloTDvx2JEh7VzqfoetFRq1MC0DCmMKaI4IKqU6Vdn0NZT/pPDvzedcMcXj3yhf4gqmvpjVSSVJ1pWpDJR3qcX5tGxnytMTl/fin/usfUdF56vB/tJCBKaJJFSZDrdQhUV9RMNEoXVJxMRBUSR6Yn5koaNefRDCmMKYwoFRZJeepW+/Z0nO9J/a2U3z95uxd9+R0GFQk0hFQbiF5cVFsRUkUQxiYiGNA2vsgg1EamA+kJaEtLygMplonJMN99Eu2z7bwe/3nL65Ucffucj9wtSFMXlOA593298vmMCj98Da7sITcOmFm47JvRhlAOwWuCMHsIwNE7R3t7ezTffHMAhhxzSOAJbt4Fa697e3osuumjnnXc21m/mzJkf/ehH58+fX3eCNXb86pqM47hQKNTH31f5whrMcr2JWx1CEESKolhG5AdEfUWa+xTttdtr0zufaktf89GPPHjvg+RLKoUkVN1fWqc6PFi18JrikIJy1TpKQfkKXXFNccetrp3ScsesrgUHv794921UCahCNKB7hmlFmeISUTmmJUvpV2fTtNZruqxrN+m67dTvqv5lFEVUjkhSSZo+uaSoQqVCkcjXclDLQSJ/ZCwzqkb8mqvq6emJIxOQUFRU1DRYpqEhrfoCuv9+2nOHN4D7Nul8/shPzH/8ccpHFJIfUjmiMNS6ahJluKr+0d7eftMVHCj7hZgqiu64lw791D0t6d+n+d/23PGRi/9IhQESMWmiUPTVq/u6F5RWCj9eVdZ2EcaahjUViMZ0zUW1zdPYZdfVL034tdlOSvnKK69sscUWAE499dSlS5fW40iDIFiwYMEJJ5xg8oJ6nrfZZpv95Cc/WbJkCREJISqVSr01opSqVCrmsHEcN7ZSVjaM74Z69Lb5rWrdEZSIyiTz5eKyUOSNe77Pp6KkxT3057/TxjOutPDHjSffcMK3yr1LqDhEWry5COM4Jk1akqjFhPkFmvc4HfmxVyZkb9towu3v2+WhP1xAZZ/KkoYkFahSplKFVIWo4tMffk3TWh7osuZ0p//yzaOfn/sY5fM0mDfefTVc6dckwjDs78tXq0VFpT5BkqqxTfVGsSSikKgkwtJI6IWOiEqa8oLKRaI8UW9AeZ9+/Sua1H7thp13bjLp5tN/UnzqPxQqiogG/ZIZRMnnVzV8VGgq9w0NFwoU+rToFTr2S6X29A0Ml0yffOMFv6FyhSox+YIqsdZU1lQgEpVKpdEr81+aQVr7RSg0lTSViWrNquozaBDhSKSFIIrNVCBjB0wpj6LoySefNPOP/vSnPxFRT0/PI4888olPfMI4XWzb3nfffS+//PK6xWvUValUqoeDN06Saoyvf289BzOcWB8FISLSEelBUj1Ew0R+rKttuuoggaTFi+lHJ0STMje4+Pte29936Z9IlEnEJDRJTVKRlCSlCQojbaYrCNIxLV9EP/3RDROzx7Ti4m2mP3XOaVQoUDmmNwpUJCoSFYgGBJUF3fgvet/ON3Q4l27c8cRH9lw671HKD1EkSGiKiUIVxRRpEnEcmocS+lHsByPOIDOca0J5qt1WM9AXK6FlVH9SPlE50kFJV/1sJaKyoIUL6ZtH59v4VR4u+dAHHr/sHzSUp0BRRVEppKh6XWF9XFGT0CbetRZcKke/KiFFMfUso7NOK01pvwL4845bPHPCcdTbQ0MFqkjjVJCSfE0lRWUhRwZ4662V9zAE1cjaLsJ6jUpEY3o+DZ53vdKXK3HnnXcayR111FHTp083muzo6DjxxBMffvhhs02hUKi3QJpEfWzaTEocmc4jiIoVCgMSFXriHjrioAe67XO6rd8dtNeC++6iYkRDAVUi+n9XBDffSL29lPcpIqpEVK6Q9Onyvw4efdgtG3f/8JxTFi59mQb7KZRUIVpcLhaIloc0pGjO/bTf3k9N776tK3P5trOuv+kaKudJRqRltXw3DKm/WdyJGqkKqT7sXr0oMfqb2mPVpCVJRZGOYyoK8iOi/l564T+0945PTfTu7E7dfvC+L99zLxVjGtI0RFFIfUVaJoj8mAQJQWVBJUEUKfIjygcUkgqJBoJSQGo4olKZfvMr2nmHm2x+Wkvu9K99de7cp6gSUSAp0sZUKz1ShbyXnsU7sraL8H+G7/u//vWvW1tbc7lcKpWaNWvWT37yk0b/ZCP/ZR/gv6De0R1j+VWhOGD6vaUhUiVSw3TVhbTbrH9lcO20Sf/6yjfufe5VKlZoQtd57ZnfnnzS8oqgoZBCokjSS8/RZhue/u2vzHvteSr2EEUkFRVDqhAViV7updd66ZhvL+3uvqqr9ebOlitPPyWsVCiISbyHiQurhCYKzOUKoj6i1zX1xYqG+qkyRJddRJtOun9K+783nXHNUUfP7atQgagvoAWLivfdR/fcTaGmpcP9ERV6ywPL++nlV+n6fy0eLFIhpoqmsqR7H6Tdd72zNXO5Y533iU8+cu+DVI4pkFSRRn5mZMsfaVWN7WD/b0hEOEIQVLNfXnXVVfXeHREJIcrlcn2k/l1G5a4eVL1Vt1Lz2yfytZakiELSZfJ7qH8h/eD40gaT/+Z5P9pvv38tfJm22/KuVuuqSe1/vu0OCjQFRKWQFi2k6RNP+emPFpeHSAekBQ3lZSmiQNKyHjr3HNpw8kOt7pyu3E3f+27Pa29QoKgkadGynvcyj3aV0KQqtZnEFBINauqTNCgojoj6h2hwkI756pMe/1l79m9bbXr/5X+jSoH+dTVZuLQdVz7/jJm2Xw6oEBD94rzHWt3TXniSgiI9/hB94ZMLPfx2YvtFe+1521/+Sn39VAkpEBTqMSIMR9x+iQhXK319ffPmzWOMzZ4923xTj4xp7HkXi8WmtkhrUx/0GBHGRCVJQ1IXtGmhhkQVkmUq5Wnec3TooTeeeWaxPEiTW6/75IGDs6bd/NGD7qiEVJRU0bRkCXn8pP/7xvywRDIgHVMcku/TJReXdtjqso70tVn86+MHDjw3j8ohBZryotRfWSip0NO/aNVnD63iBccjTm+pAqnzmgYk9awozI8o7i9SGNGLz9Du29/Rius6rH/95AS69lLaIL2gDY996iMvFMtUJsrrwQGf/vCHVyZ4F995FZ3+Q73ZtIu7vcs3m3LTb88Tvb1UCSgIKYypHNGKQVVrhYa1+RkNEylWA2tbqtnVRnd3t5k+u8022wAolUomf7bneSbQ1NyvlpaWdDrd5HNtpJaOSejIAllMKirCAhzAQV8edg4zt8Il13z8W99tYQy5XK4cvvrT0z/67OPehb+C76Psw2KYOmkX254eRCAg8vHoPfjYfrf+8Nv/r3dpsNmW8u7HD7n85q4ZWwEWggpslevKzLCASRM6VnOubM3tmBCbVYsspJhuU7pVo7W7dQOp/fYWxAJTN8QDDx1w8aWfnLlV8fgfYshHb3Df4Z/f/Y5bX/rrHwANh3WmUyiUAtvzN90MG01nsej/zBc2fmzex475P7u9A7YNRYgieC4mdPIgLGNk/bbVvqZlIsIRHn744a6urr322sv3/ZaWFsdxKpWK8U8qpaIoqufMHofLRTjcI5CGsrmSulAs5xXDxKko+7A4XFvYaRQraGvnm2zadeCH0dG2wa9/dUsmjXQG+TL68wOwlOMBhLPOvP3LXzpj7mPPbDBl8gW//ep9Dx2++VawHEgEjo3WHNIOmOb5gQDwVvsi5Iy0VoqqN5wzWMyxKM2RYsIiJTMppNJgDg46BPc+/DkniwkbYION9P4HY5sdt7344juWLkYUQEkACOPB4RKO+ALuffD7v/zt++w0pIJlwbLAGFpy0EIND/blUh4HRilwdeZmTEQ4wj333DM4OLjzzjubObhE5DiO53mWZVmWlUqlbNs2aWOMkWwSVE81D9RTA1qKwOAATEHZnLW2epato1C25jCcDxgqNkMqg0r02ovzn05l8PfLZlaiJd/51n19y9ExAYF+RfBF2oYfYu/Z+7R3+z847eBHnvnYvgchiJHOwK9QxnGUKlmIOIMO0d46CcKDXq1FiIPMOmq1RZZr//euKKXdHCcbBM+FkLGTUV4LWAqD5dd6Bl/JtuNnv9isf/j103/8rE0gCalCL4VcO5BGthuOi0wW6QxKxSFQlPEkUWzbsrurAyAGsPpP1s4lEeHq5fnnn3ccZ/r06RtvvDFqy5u5rss5V0qFYSiEAMA5t227qauX1ZJwjlrSg1ssBTgcKQsewGMZxyJIp20p0NWeHi4VGZDOoFh8Y5edti+WMG0Wjj5m36uvvG/xyyjmkcpZnZN5ECOVwX4fSt3z4NknnLSDYsh1oSUHKLRmmQXb47bWApDcM2tKrP7LZWZ5PA1oTXEch1JJAJMndYQ+OGBxKCkzWeY4YcXP2xxaqymTN8wXsP2u+PDHd77nrmcfvR8APK9Dw44iMBsd7RFj5i7q9nbX4hKIRRxwxgFGigBrjS2NuJ6KsL4IhPkopXz88cellLvssott20TkeR5j1RVUjRkcH1mx62lw1dgU5rABr7r+JjzXzrpOGtCeK6UMU3wS02CEVApDQwOZFnidOPXsLVozGx5/zFwm4PEJS5e9nm4FXMBDtgNWCm4atg3GYVuwNCwNjjRnOcA2S2IhtbqzZ0tCAFbhPAIEZ8x1bduuFtpUGowDgMVtKAcy2+q16wgTO2YF+bZcCszDyT/dtaWl6wffeyoqw2FTB/PaLBLGEPklWNWVvY3FszwvA7JANuceqL4Wg7ntkiBp9SQFXu9ESA0rE5vVVwDYtv3UU0/FcbzjjjtiXHb5RtNgDOtUy5NTe9kAZ4BSvmdbLVnPrJikpbJt6ThwbJQr+PX5X17wyutXXQoup7WkuqOotsguArP6AEO91NZ+xZwAk2D6TdaP+B9jrG1Uc5NYgA3N38QZRADACA5HeUj0DvQwgFvonoLvnPjhl+Y/94+/gKLMlPbNGCBiSCVTKVP8NcgG2SAL5ID4myUgry+jslq8UOudCOsCMysBGmOotb7vvvuIyGStQ02r42+pQN7QRqKxOsToFPEEgDuWzSE5IGJYBJdniUqcgwPZFA75OPaZveHvznuGBTPDfFvarq4+z8E5bA7LmAnGNLgAD8DLYGWwAEyBYw2WHwY4IF4VQqNOGMA1LAlbmB5j2mUT263WNrgOGPDZo7HPAZtc9Nunnn8SOra0hMPhWu2OV4ZVAFOAB3Lqaz+/Natriaj1VIR1+Rmx9ff3L1iwIJfLbbfddgAsy2o0mOMMy1g5AG9hD0e9GGW0SgHIpMAB0jIK85xBx8ikwF389MzdifVXwn4lQqt60QrggMOIM6r/UAxEtcXtjP4V+Eq1wP/+YrNAK5Ct2qg6I2tdajABFgIVcGgBpkXapcIQIBBGkAw/+PFefX19jz/ayzlSaUQhBgaKUkshozdvT9f726NKweoSy3onQmPc6v098/G5555TSm211VYtLS1GpcYL2txTfTN4bdFiq+YYVYAcWciRjX4RojLCEmMaUYxCCRMmei25dFiBqIATykGw+fY45rgtpkxZPGMTVaqAocIQMTCma8vYaQA24JqGLsEhMIImBIRg1Cp3/3OIM+kwYVcNIAMskKXJ0tUuW3VRZ1lfyyVlwwPL9xWjMhyOnIdMCnt8AP/3nYOW9cwbKi9TGikPEya022h3+ESQ3XjfqPYv1d7XbrtZzX21jMfYq+Og45n60n9GfiaV03333cc5N21RIYRJGDNOjWG1DVZfv1GPfMsabEWtIvc8eAA4UmmkLJx1zv91T8xlcwADAe05B8APfzxt9geP3Xwb1tFmamVnbO1MALMILmorvBIIkAwwK2GtCYzRqy6ZBMAGLALXAIerAQ4OsMCH45SmTIkmTAA0ogiep8sh/8LXcMed5cHBcLhYvbjIB7dhe9AMHNANrfyVMF2A2pp8//MrG6dFbXWilDILdBpBxnG8//77P/jgg/fcc88+++wjhHBdVynVqNLxQmNHiKFhEa96X7FeVRtfgiNDKJK+eMl2nRZvC2iAIYyhJRSQSkMIuBbAQRZIK9csVgaA6ap7kAEEYqOOWy+P1ppYXbDRIawJALiu/rhNtSYBAziBKQQlPPTo3P0P3EUxDJfQ0gYNgPDKy7o8rHbdxWEcxWJve2aSZUNxNB6hjnnqoy6NVtelro8ijOPYdV0iMjLzfX/jjTfu6+vr6+vr7u424tRac86FEONjZKLGWBHKBmPIRw8nV7cjZTNLAMsAxKLL4jnLkgAjssMAqRSiCF4KgVBplzRpC25thUBRk7cF8Hop0bVD6zUhQjl6XWcOgGquKQ02qilH4ABTIKWYJ2PJw9B59ll/2Qp/z70meK1oSaFcREsGrq0ZBMgrl6Nsi9fgbNEjPwOOxksb08T4nzKeqvk1hRlqr68LP2/evOHh4VmzZpnVrYlISsk5D4JgfCkQo/t7gHGfNLys0SbRAjizAFhAN9DtOlnLYtXvgXQajCGVMh5Fi4FbzK6OmTGzV/2YIz9bP7SzJsyguUCv9nIAh8FhsBgsDs4bLrg6jsLAHAvwuOW4Hn7721u/8eWLnnoMLS440NEKzzbn7ADItXis8Qjg5sXA2ZhLG3Xb/8esd31CAMYGGikSkUltuN122xnJWZZlXDLjdOH4UeWAN/z7NnAgO3av0eWJvclx3vywa3bQ5u0u8G3OxDisNEGpDi0ncQWmwDksY1rJAThYtQXR9GGo9c4SmgmBAEy3kDF2zz33SCnrC+vUxwbHqQgTVoXas272ebwt650I613B+sfHHnsMwJ577gmg0QYmIlzbIapGJtrju8G33omQMWYcnlJKy7IGBwffeOON9vb2TTbZBLWKc3x5RBPeK1onIhyXGIHVg9fmzp0LYMcdd8xmsyaQrb7leug3XkeoPTdjCYkoEeG4g4i01mZtndtvvx2A6RAyxhzHqU+tSES4tkOU9AnHK6Z2NO+feOIJzvlOO+1UN4MmoRMSEa4TmIc4zrsX49tOrx4450ZvpVLp0UcfNQFr9X5gKpUybxLHzNoKAwCl4Djwfd+yrESE4w7GmAngfvnll1Op1JQpU5o6Uz5hNVIL02/2ebwt47uKWD0YMxjH8f333+84jhmcSFgnMT38cd6mWR9FaGpHz/Puuuuucrn84Q9/uNlnlPC/x1g/kzw28Y6OO+r+z7lz5xLR7NmzTRKnhHUJVu0ZKgDjLQR4DOujCI0lXL58+cDAQHd397Rp08Z9UpmE90gyWD9OMX3COXPmANh7771Rm1eRsC7BWDJOOI4xoxGPPvqobdu77rprEATjL6FTwnulNj3e0iYdXGjxvGODAayaGJI3TAQbF+V/XJzEGiaOYwAPP/ywlHKPPfZIp9PJuPw6AtNEsdbENBDDA1jcN7FjmGk4Jj8joZq8YzzVuuO7sbx6SKVShULhueee6+zs3HrrrZt9Ogn/SxgnxhkUbAuQiMN+IYSxhA3ZY1ZXtpj3xvoowiiK5s+fD2DTTTft6uoCoLVO4mPWCTSglQ4tlgKDIgwOvyFEpNGY/UM0ZHUaFzpcH0WYz+efeOIJ13V32mmnZp9Lwv8crUkxpDgHMRTLyyXFTqpRgfWMNeOl2h0XNcEapqOjY86cOSbf9rhMLprw30C2xbilwWB7UMhrFFrajQgFENUs4Thivcu2ZhKodXd3DwwMLFu2bOrUqWEYmuVfmn1qCf89khAwsGpWKA3LatWQSvmcCyAGTFSGU8tlPC5YH5ujixYtGhgYmDJlytSpUwHYtp0ocJ1BKnIsrrQCcZClEQCSENbSiWOkd1hPHtls1rvmqOM4d955J4B99tkHQBAE9jiPp0hYBbjFPcC2uA1obpFlERgYry+oxGtLCdQe+jhoCK71ImyMODMLSJg5uyYctN7YrlQqAIQQURQ9/fTTnPMZM2Y0blBPQxqGYeO6hWvoMhL+N3CQSYlqc24LIbRWnFcz5DckTHXebP2zprGO9AmllGZq/Ji2ZRiGnHOz8LVZc9eyrC233HL+/Pm2bT/55JM77LCDmUrvuq4QgnNuUiGaFSmSZupah1bVefQExHGUTqcsGyIOa3/ngDWyCOHqTOn77lnrLaEQQilllrB2HIcxFsdxqVQCIKVMpVKu63qeFwQBAK31Cy+88PLLL3POOeef+tSnHnjggUql4rpuHMdRFJnRQpOBJlHg2ogJGQUAglIEwLbc0TZw3JX5cXdCq4rjOGbpiHq71HXdlpYWNKTxLRaLZqEl27ZvueUWrbXjOAcddNBrr7128MEHP/744+Y42WxWSimldBzHdBST2RVrHYyBag9NCAEw27ZrncA3W+FwHLDWi9BgYrJNly8MwyiKpJRERERRFLW2ttq2/dxzz/3kJz85++yzM5nM3nvvfdNNN33nO9+pVCqHHnro//t//8/kvNBam94jgFKplCQgXRup15ymS+84HrBSD3Dsqh5NhdZylFLGE/OmxHE8Z86cr3/96xtttBEAYw8zmcxDDz1ERMVi8YQTTgCQzWZ/+ctfFgqFxgNGUbTGriLhf4amKCTSpDX19PQwxrq7u833o15ERIpINPNUa6z1IjQEQRCGoZRSCFEoFHp6em655ZYvfvGLJjTUaA/AZpttNmfOnNdff93sZVwyp512mlHmqaee2tvbS0RxHJsN3kbeCeMUTWGgiEhrvWzZEsYwefJk/SYKFEQ+kU/U/EdcF6EaezYNZ6wp1BRXP5n/VO2l6zuIar2i69+HRKXqdY6qfmrHr340Ozb+uhq9y9jzajw7IYTJI0JEPT09l19++Uc/+tFcLmdUZ9v25ptv/tOf/vS8887bcsstGfCBPd4ngrBUKgklJVGopSC67MorwBnn/ITvfs8vV0iT+Wuk9OiLVSOnar6XRNKc05teSMIaR1PgCyLSWi9ZspgxTJ06Vb+JDYzHkQhr5xYShdWib/6VFFXlo4b812IaiImkIlEhikmViCKimGKfRExaa02+Jj+KhF8miogkEfUJeimmNzSFWpIWJKUkColISSJFYWA+lvx4QFOoSWkiIkUq1nFAUpCSpDQpbVoXunpepIkiSZEkQaSJXnrppbPPPnuXXXZpHHbfe++9zzzzzDfeeINqDct77rlni5mzUuCfPPCQJUuWVbTKU1wkKhIN6+iSq6/gttXdPuHITx1OiiRRhSggIklUIAqJIqKwQtqv3ihBFBIF1U9EsaaSptI4aeGsz5TLvnnz6quvcs6nTZv2Zi0aNWI2mg1qVbmv6yaLBGkiQSIkGZMgKWl5RAPFkAKjLkEUUTBEojJitCphQVNMRCSJQhI+EfUQvaxpqaRYCwrKVbWXiqGIScakNUlBQVTWVAppsHd4mSZBJLSK4qgiRVC3OVJSGJBUJCQV8iQiEiHdf588+aQr2lo3TKVSZpmXrq6uj3zkI1dffbUxj75ffRjlctm8ee3lV2Zvv1sGfOZGmw4VSxFRXobDOspTHBLd//BDNnirlT543wP8SlwhGiaSmiiuiTAKiEJBsS9jUkQRUYXIJ4qJKJZUiqikx8dzXW8xXQwiMsNRjuNssMEGzT2ld4RJkyccAQBmJh1DARYkB4MmBCpMeSWFNHSOE3SstR5KZVOAAojgBX4aDF4KYJAidi2XmTgTuwIeKjiE1tIwWtsQynIYVTpzk5QGCMwCl9AcsAKgDDgxwWEtDBagCSRVzLjLYMVxNdYo8vHko7j2qjfum/NsULG7p1ReXPjzjkn9u++++2GHHXbAAQe0t7cLIUqlUmdnZxzHtm2bVa+11p7ngTC0tHe/ffZd9Mbijo6OO269ZbMddjDjtyUZ2bb9+rMvHrTPB/PD/bNnf+im++/0QQIyAydF1TlogsGvrVbrAZaZGUMajg4dioEMLHtd8TmvjRCR1jqKIsdxlixZsvXWW7e2tvb29jb7vN6OlUUIQAAOtG1CCnypuJOXlLZl5sEHBraY1TJ9Iw8oa/gKiqOTlPfS8wii/M67tPuR71hWyvJAZjHlINTCYq1LF4I0vBwmTQEYhIDjIPax5FUMDWOb3WClhlyWjYmFETzPtQCpquF9KkYxjztuE/++9aHHHnm2UuGQDrNSu+74vg8dPHPn9/dtsZU1ceJEAHEcc85No7RcLtd7ho1oQhiEhxz44UceemB6e/ecO++aMn0Dp7tTWSBgqKe3xU1tudEmQ+WhHbff5fIbrpi28WRAQ1gERzhuCJQ1Uhw24EF7SkECmsHmocNjILN+BsWPG6IoqvvhHnrooYMPPnjKlClPPfVUNpt9+x2bSUNztEwUE8VEZaKQFAUV0tK4HsKIqL+fdtz2h5885PzCkGmT+gEVI6LBPtppmzMP/9TF/b3mUGUhlAiJYk0kJJWHinTmj4a77D8cOPuqNxbT4p6hiMKIqJinj+/72M6bXR1FFBH1DlGoqUJUJCoLKvj08ot0yUX0sX0qOdzTwR7M4ebu3OV773nLz89a8PB/dE+JiorMaKBSyvf9+thgoVCoeziLxaIJBxVCRETLpD9INCyiAw44qCvV2g7vnutuJkFDPT2mbS3iMM4Xdt5w0xlwDpw6nV58jCpLKB6OyoUK0RDRCqI+ojKRMPdKlUnEppMYvbkvKWGNopSKosg4AhYuXLh48eJmn9E7UK+1eW2mo67O+GCeUtUMqrFgloOWDOY9t2SzmTul0pCAhuXHUcZBJoPI73jt1bJtgwAN0jp23RQkA9mBDDJpDPe1h3LWc/N6/t9li48/eaNAiaG+eEq7m8tuvmLZUtIgiZwHiuALvPAC7r5z+Zzb5z3/dH8l9FrtKZ0dnTvstPkhH0vtfzAmTIF2YLsAhiwIoD2KYFlWOp1GLYqtpaWlHi5jomcMCrCttA9qtd3Lrr/my58/6rEHHjroU4fcfN1NBxzyUaqEOpuKHRQQ3PP4A4ftvu8Bm8269aSffeQLh+NDB7rpVleDc9hAXLtTIzcPsDUUB6PxMf67HsM5NzksK5VKd3d3S0uLiRlu9nm9JY1Np3pPRgMgkqm0DQAEEYNzMI3JnZtYTjbWiCKkPZZ205UAKQWF7MTuiekUtIKCslkaGiBoCUKWNEp5TMpstfkOM37zm78eefQZuTZn0mSoEGU/dNMpYvB9vDgX11wR3XHX3Iof+cEgrPKkqWzHXaZ88lN777s/si0QEooAF271vDqjiFyPOY6uh7bUY7hNx8BEqJm/mn8ZYIGFFGezuctvuP4rx3719utv+MinPv7P8/9w5LeOldA+ONrarTZ9+5MPXnvsd4N77lsS8Oksi/0/CMtJcTvlIrYRAoDlwoXWIAusdv8SBTabSqXCGMtkMvUm6HhWIN62/6ItCyKGYshmXaUAgl9xGCaLGKlWEJxYIu0CApx1DA0LAjTBsTOcWwDiCG4KHudxBdks/Mj/+bmzDj3MPvbr11917ScVg2LQLEpnUwPD+M53zr7/tkjFGzG0TJ428dBDD/zEZ1p3eR9sD2QBDJwpx4lR7bjapMAJrsOUgm1xIgrD0LIsUwWayfLGNgLQuqpSEYdZNxWRzDCXgBj460V/PXvatPNPP+v47x4/XBr+6ik/CFFmSA1RIduV+/SF5xd+cNrjt/77pTN/fUBsY58PwnOgmZt1iYGBj4oGZolDpvlorY32TAoFAMZJM54jEBubo8BIfV6NfrZtcA4QSINpuHyqn9/QVtA+YIMRhIQl4FlTlBgCweKIZORxzTl3MzEBgMssx8sBzvKOybOOO/HzJ33nultuwIePAE9BoBRGpc4u7LDLlsN9b7xv910/c+Q2UzZAWyvAISQ4B+fmnCyG9MiJ8tpUFF4927rk0LDGYPXaag8g56QgkYkJLgAorixunXjc97abMeubX/ji90/9yYpg6Ednnip45LAULImcaDv/RxvbcuDaB1477YJNjhvC4R+D5wkhPJaloiDPYWlzDgSmAF0NFE5oEvVn7dQWoKj7acYto5ujZINJwIZpTdYjXOvBr2Q99MB/9t5rUjl+njn9Gr7NOjN8x6dffu6De24NMpYwxwCCBlAI8k46azntkYTk/a3d2O+ATffZ94Cfnnrjrvsd2j0BjtMSRIoI3zvx0K8ejY52FIuitd22GQPAOTgDB5Qi22LA6NSRrDZv7N23ADUQaYQCjgMLTqzdlJVqbf3QgQf89i8XnfbDH/7l7F9vSPbXfvxDVPIqZ1tZDy5mnXvarJa/PHDx5UsvumjXYCD9tc876RYEAcukzYBOJY4zOZdBCBm7djYRYcIqYURoXAymlNtgbGwxqgeb82jWZq3b77zB5OmTuVsghDbrXP56S6nY54f9SlcPVyoik+aOnU25nAOaQVJeqGGlseksfO3YHQ7/zG1XXDL7m1/rlMFE154QBUi5aO8Cg5zQYTEQQFopp3YWTMWwbEA36E3DtAaZswqFngEOh2SwAQZLgGLBsk73hO7PffXLU9vbLzz2hPLNj/aLP3d/4dPWxh4U4KTQqXHaF/bYduIN3z3tnnN+95ENNsSuO2L6dLhADBCyGVdBA9K1x3XfI2F8Yjc4+WqzrZj5kgENRoYBDIwFMzbxfnn+RLiANQUMpCHLePzJaMJkryIQD6G7G5kWMA1JcKy0AlQMz+Gup8sVeDnsdyA+98XDz/7pdbtt8TUb6Vy2NZVCsShbWqMwKrV7E6BtkIbSAIPFQNriuiFdZB29yl4QBnColBUzcMBLOYgUNElSyqL9P/bx/dtn3HbSz5665IYdFr0x6Zc/RKwxoaOvXJjYkXY/9+HDJXvst3+98vgTD/zWNzq++TV02CAHUsGxLGgJIvDEL5OwqpiRCd3YGwSshrUyRie/4L4fLrIcRDFgQzH4Ak4Gg4Wn+4afznVgQjcqojdSgllQiCMpSSIsIZ3Kuq62OTTgZPHVYzZ1aObFF4I0yn4vWWhvhYNs1pksIxsSIM6ZyVpnARYsr9bXqk/QdEFedV2Bdw0xSBuhZ8VABEgHyFrkMEXaYhwa2HKLg396amtbZt49Dzx73ElYkoePibkJgAOt8PmD9jjlW9ls9v6LLhn6w9/w2iI45QrPozCMmGykJRxK2qIJqwgfNduxmv3GbkhObEyQrPUP40wGjCHbAgva5VFLBiJCLtcKcqARSWScSa7taA1Luy6zLaAlC2heLBaZBQ4ojm13ws/O2veqf9/16qslUsKPwOCXCoorcFZLlmwGFIhD27UskV41QwEcwAKz30N0SiUOLFg2wAAfCBliwHJcmxhKeaSBLae+7+LfTNptq3mPPPrCOb/D4/NRBISNVAuyDg7a55BfnLHhtCn/+tVvFl94IV5fkPWAnAPSJBiHm7hIE1YVjjfPRmyc7xrMrGSjqs1RIk42BLhG2a+UghAEFcKKN8o5O1UG4WlA4PfnLvjg+/705SPuvfRPhfwQOENY0Uw5QgEoA+AeDvsaZm3es2zF/FymqyULoOI6FmfgNmDpqg5N267qGeJEnMAJXIErcAko6FVKU8UIObJSGlmFlFAaVAIqppoplNHWikyMjT3sNnGHc7+z1Z47z7t1zgs//S0efw0DGrEHtKCtFXtuu9PPv7/trOmLb751wS9+gxfmg0fKQywsS4+XBF4JaxFmCAAwBf7NOjS8uhm4BW6vsK1hs8ZNe6alPd3GCekMFPXFcU9LDqUSfnP+w088/swvzj7muG/ve+65f577eG8YQtGSiVOkaxGH1KpkA7ksfvO7I7omLvbDFzhQCcNMGgSAgUiSjLVWjdkHqPbff5n1xbJdaCCQDrNcMNeMv5C2MxlYXKbSPndiz8VWm+5y+qk7H3jA4pfmP/b9H+P5hQj1cGEgZhxT2rD95juf+/O2yROf+H83vPS7v2L+y5bWnsMQAQQFSCAGYhN8pAAFBcTVRoWW0Ap6/KTcS2gujEjV3tcdMwBQi/TRUkrLtgE+0KsXvvpGyuUzZ22Ya62mMNaEfB6vvLJCUGXr7WZmM/B9lPKY2AVI/PznT0bhy2ec/rnXXsWSFT3v32eykwrBHItZAESI/zwaBUFp9n4T3BQqZZ3LmDFBDWpYQW50apAx5XaVHSG1VFxgUAyqNiWCEQBNTGsQh2YERBpl8erJP3vkyqu33GjDXX/+AxyyQz9jLcikiKEssOCN5aeeO+/pp4e3mvG5K66C3YkMg4eIoSB1rJDxeAZI+QBHlEIIcGgODcAGPJN4j42vtfIS1jyjR5YbSgNVE8dxIgZijKF7Es+2TPBc27I0wGUMAmwXnZ3YbqdW12nVKA+Vyx25yZYFcBR89Pa9seXmk10XW26LDTednE0DLAWgXC5n0rm0h+13sqIo67mAhsVrQ39j1nAcXUb/2xLLRv61GhfmYQA4A7fqH1MA+Mzvfm1yR/rhCy+594Qf7xZ/p/vQA2FDMdvyCJttOvUb3yj99R/XPPNE+J+nUnt/EDYrlorMc9q9tLBRAXyFFIAYdgo2tAcNkBzxPCcdyIS3Tv5LRCZoxkxNqMUfaEAAnJRjAqSlBrdADBqCwAh2sYiWLKDwyks4/LCTbrj+nJmbwrKhCFEsUmnHNH/jSLtuQwo6hijSnjfOzIISiEpYvEz+9sqHLr+mo6Nt++O+jKM+jI404EDaiDgGC4h8TJsIV0uXbGYDHJEFTUNpKwUvEwJBjBYbTFdDvz2uODeXbiXRpus97yoDt9ZaCMEYc1xGOhJCOHaOMweAlBCKLJfBAmkwDiJAYuEr+NLnf/Pd44854vB0ECOTrTpalFZRFGQyGYArCcbAOYiqOVuFlK47rqbjCZSGAQsDCpfd8MLv/hog3PH4I62vHAkpMGkD8GxQCdMO4CqIIViEGNAe8hKcY3ILcWKFCJkW2IDiCBkYR5rHVnVcyB4/y+QlNIm3E6FSinM+OhG1BCIAIFcrm8AsDmLQpn+ooTS0wtzH1Cknn3/EZ449+ugcETK52pADAyALxUJbaxtgC6E4syyrOscXbCTSetwgEUdgQEzoL+DO+24/5xfeQH7fE4/HN49CNufrtMxiCDQVZXdwBSohXliE15ZBe9hmC2yzEVpcpCwJLmF7sFjsgGzpIag1hhMRJryDJVxJhxIIAQa4SjCCbVsgBgCaYWBAdHU611337LeOPeXwzxy7284HMFaZMmX4QwdtBIbBoWJrm+c4XJPmjFdDAggApARBOU41NG51Xu+qokFaa1lUUbtjY7iC625+7bf/nDv/pY1P/c6uJ55AjpfXIBedqly+8Pe3//Z3PNU+OFCaNmESec6wa33oW1+aeNjBwyLMpLtsOJZ0ADu0IcygJyHJtZ/wDm0/zrmU0qRRAqBJKqlc12aMWY5d79HFMWwPXROcOMRrry74/gnHed6kV1+dl80StyM/2CiTRdeEVkACijMUS/l0OufY1XkP3IKUSiptW+Z8xo8OOWkUlAzdlhiiq4Vbh390k2zHQ2efk+cExphAhwYCPHfhX+Zfcfk2O+y65Ze/hI1nINtC/57z779ePu/SG3fvbO/44OxqXmiqep1cwJWoJgEZP5eb0Aze0hL6vp9Op8csikKkGNNaKaUZ5zaDRQRuA0AYk+syv4x0GtAoFeA5cD3EApksglCmMzYgyn4+l8lJpW3LA2wpNRE5jjUyo3+clUoiRAxDkBpiMrQdKfSWkc9jwyloyUE5CDTmvXLlN76+yaadu51/FjrbkHYgI8TAvEV3nHzK0hR95cp/oqMVtgd44Fzx2uLNlMx8Snjr55/JZFZelogxC3C4lXIcz7IsbgLAAAApl3EglwXjYByt7fDSYBbSGYAhnbEBCehcJgegZvFg29xxTJ9Ij7eVxAGQyeEETAKmkW2HNnQakydj2y2i9rZhVMgtgg/jlpuzywd2++JXMGESWjpC5qClHdk0Np76oU9+Ir2igrv/A8GrK+QxWASmG/vJCes1q+6KHLOqRpWafpjJJAGN6oSC0ULW1SlIjUcbu8H48lMQYBMgCVKDLFg2bFQYIoBZXoy8l1828OLTMzeYiu22A3eKPnlt7QrS0hG62/iWm6YLAq/0gACLm8XzqikhLZ0MFSbgf5GeTzM0RkxqAGA2R23gHUZmY6Iq+UjhG9+ZkarnLjQAeAAHBLIWZHWMIUJHZllh2XBc2bK9HV5LKzd5oGy4OVgVTOtkQqBnADYv1bOVEsAQMS0BD0jylK7n/BePv6qcMeoyAZGCQYAJMLmSwOry42tF5KTJymrcKcpCZMJZtcnQGruwQI6Xzg4VC5ABmFIWhvzq5MdIBuCiu60NcQytqwMSZl6KNiGmNO6a4AlrnFUWIY2K3mxUIGtYFpyt9NcxP7ey7eOjzOP4QJs4bAa4DC5XIAUdO1AO0kCHcqCzyPPulik524MsIR5cweG3o5LWQOhphaFhmyu0ZSB0RsM1ExkVQOY2sfF1wQnN4D2VAVZvpemGr2zABnEQr81IfFO3w3gU29tgJlzC5uDMAiwIDaEgGCQkA7XAau/aZBvfD/H0k7BjT0sX4BRBK/i6976H3xh6A7ttCUuNmD0OMNjg3rhuiSesIf4bMTQaOm7y/tamBQPEQW877X1MG3bUDMLxAq9FtBA4YFtaexA2SkBFIYotO7ActHdh9gez3d3PX3cVXnul248nSqTDEEMFPL6g/+Z7urebgdmzkNGxhdiFTIPSgA1Lc09za/wtoZ6whnnPJaCxL7NSYqg6o0oYq9nAt9p+3BXHsbGdxE0OOkBrrS3bGa5IWMCOW297yEfnvvTKoxddgpcWoiePkPDQU8t+dVFvf36fr30F7S2wLQ0ugAiIGKS5Vj3uLjlhzfOuArjfgkYdvpvC9G621+NOiqNujwbTCgTAAoNZREAAATA89NTNV8259rqW3kq3mxkICuVyebcddpr91aMwezd4FjIpsh2BkckT1UmM48v2JzSB/0aE6wErDYrWlkiDiGPXcSEJsYTlVP/Q04sHH0XFh+dg4gTMmI5J3cim4FiwOVlc1XZPBuoT6iQifFveWoQgYmDQQBghjMFtpNKQAnEFxTxsC20tsG3YFgmJbErBUtXcVXBqE/kBjJ3BnLD+kYjwbXkLEWKMDjWgCZEACaQIXEIqECnLZl5Kwtbg2sTK1KYvVad+AeCJCNd3xtUM2rUJDRBpHUvX9cABxpBywXmMCrcd5XgKUGAcNsCpNh444v9Nqr6EGoklfFtWsoSq9nV17iMRKQ2tIRQH0w4CR0nG7Oqax1xDkSYAKe6O6gomzdGEGokI35a3FmEsY892MUpU1c201kRkmZRRSoFZY1YTMNtqaA4kyYITEhG+LW/RJ2wM1ZNKWozZ3AKghLRggTEQIDWYWUsDUBo2r9tBYiYXqWaAkyxfsd6TiPBteWvHDI36urZqIgGqQaZj4mproQqKQaKa8tQZb3O3EtY4iWPmbWENQqp1BHltAZ3GkfZq985EZLOG8L3GQ2EcRuYlNJ9EhO+FaszZStE9CpC8+j2vJxeu+2BqttRMeLbeLt4vYT0iEeGqYcwYNfg5qeFfXVt/olGEjGkLmo+WmzXeJzMnrDkSEb4TjUKpNS8ZA+hN/uVszOZaVWO0iaAZwKsThIEkcDShRuKYWRXe8VYxs362eWtCaag+TM8BgLH6dMqG5XcS1mcSS/gOvINSaLSLRsPVtU4g02AErhv2b0irk5BQIxHhf0fDGk9AwzDiiNuUgxkdJi6YhDcnaY6+J97mno38SY8KlBkhUWPCKBIRJiQ0maRWTkhoMokIExKaTCLChIQmk4gwIaHJJCJMSGgyiQgTEppMIsKEhCaTiDAhockkIkxIaDKJCBMSmkwiwoSEJpOIMCGhySQiTEhoMokIExKaTCLChIQmk4gwIaHJJCJMSGgyiQgTEppMIsKEhCaTiDAhockkIkxIaDKJCBMSmkwiwoSEJpOIMCGhySQiTEhoMokIExKaTCLChIQmk4gwIaHJJCJMSGgyiQgTEppMIsKEhCaTiDAhockkIkxIaDKJCBMSmkwiwoSEJpOIMCGhySQiTEhoMokIExKaTCLChIQmk4gwIaHJJCJMSGgyiQgTEppMIsKEhCaTiDAhockkIkxIaDKJCBMSmkwiwoSEJpOIMCGhySQiTEhoMokIExKaTCLChIQmk4gwIaHJJCJMSGgyiQgTEppMIsKEhCaTiDAhockkIkxIaDKJCBMSmsz/B2rTBfHvKEoTAAAAAElFTkSuQmCC
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCOC(=O)CCC(C)=O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1ccc(-c2ncc(Cl)cc2-c2ccc(S(C)(=O)=O)cc2)cn1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C=CCOCC(CO)(COCC=C)COCC=C Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: NC(=O)c1ccccc1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCC(COC(=O)CCS)(COC(=O)CCS)COC(=O)CCS Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C[C@]12C[C@H](O)[C@H]3[C@@H](CCC4=CC(=O)CC[C@@]43C)[C@@H]1CC[C@]2(O)C(=O)COP(=O)([O-])[O-] Toxic: You have to predict whether it is Toxic with answer Yes or No.
Yes
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C(COc1ccc(Cl)cc1)N1CCN(Cc2ccc3c(c2)OCO3)CC1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC1CC(OC(=O)C(O)c2ccccc2)CC(C)(C)N1C Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CN[C@]1(c2ccccc2Cl)CCCCC1=O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C1CCN(CN2CCCCC2)CC1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COc1cc([C@H]2Oc3cc([C@H]4Oc5cc(O)cc(O)c5C(=O)[C@@H]4O)ccc3O[C@@H]2CO)ccc1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABl90lEQVR4nO2dd7hVxfX3v7ucejsdpAmCIBq7sWBDsWJvsWISk6iJsXd/+pqixlhijSZKFCVYYsRYEyWKLVHEgiK9c/vpZbfZM+v9Y87ZHC6iXLx6IM7nuc99Tt1nl/nuWbNmrTUaEUGhUFQPvdo7oFB811EiVCiqjBKhQlFllAgViiqjRKhQVBklQoWiyigRKhRVRolQoagySoQKRZVRIlQoqowSoUJRZZQIFYoqo0SoUFQZJUKFosooESoUVUaJUKGoMkqECkWVUSJUKKqMEqFCUWWUCBWKKqNEqFBUGSVChaLKKBEqFFVGiVChqDJKhApFlVEiVCiqjBKhQlFllAgViiqjRKhQVBklQoWiyigRKhRVRolQoagySoQKRZVRIlQoqowSoUJRZZQIFYoqo0SoUFQZJUKFosooESoUVUaJUKGoMkqECkWVUSJUKKqMEqFCUWWUCBWKKqNEqFBUGSVChaLKKBEqFFVGiVChqDJKhApFlVEiVCiqjBKhQlFllAgViiqjRKhQVBklQoWiyigRKhRVRolQoagySoQKRZVRIlQoqowSoUJRZZQIFYoqo0SoUFQZJUKFosooESoUVUaJUKGoMkqECkWVUSJUKKqMEqFCUWWUCBWKKqNEqFBUGSVChaLKKBEqFFVGiVChqDJKhApFlVEiVCiqjBKhQlFllAgViiqjRKhQVBklQoWiyigRKhRVRolQoagySoQKRZVRIlQoqowSoUJRZZQIFYoqo0SoUFQZJUKFosooESoUVWaLFyHnnIgqnwohqrg/CkV30Spb8P8AQghd3+LvLIrvFGa1d6DHICIi0jSt2juiUHSPLb7T4JzLB1KE8rGySBVbEFu8CAPhaZpmGIbsCQNlKhSbP1u8CNUIULGls8WPCWXXR0SO4xiGEQ6H5esbcjipQaNic2NL944KcB8EOC4rFkIaoaYeRgQeR0iDRtA8ANDD0AwBnTTdMJQIFZsXW3hPSALw0gvmPfSH+/cat52fbItq4T1/fu1Hj/x13F67hEcPRtSeNe3x0eMPHThmRyEMM2ZUe48Viq5s4SIUBM9/4u77L7/u/6ARDPffV92ARUvDmWLYFtBC8LKhzo4GAgzT1M1sptDQVFvtnVYo1mFLFyFga0bCghFHWIMQE444rPk/74TjsX9MeWz7bYf0ibuL3/3o+4ecDl9DRKtXClRsfmzhIiQNyexWvQciFEeuE3F4ebu2sTdc7eiTT8awAbDWjG1pNvoNgOsLn0Q0ZIaqvc8Kxbps4f59DejXN+W44v0PEK+Hh0/ffq9h0MBOu5iAj+FbYcSwXCxczKQRjujhkOb42KL9UIr/RbbwnlDTYepnXnXF608+GZn5z2jzkl33OxB77OKuaab+TYgZMEN9d9qO1dWAC4QMI2aCAOUfVWxObOFTFEJQKqPF68B8fPwBWldh2DBs+z3Ea0lwLQbYbXahEOs7Mm9rYZiRqAZNiVCxebGlm6O61tgLwoepPzX9r4//9jfIpiGKIiysWMjTDBEKxfr19zTTiIdEXLM4kVKgYjNjCxchAT6gRaBj0IghlnD9VUsQEkVdhwYDuq7HwXUdug84gB/StsSgUt/3fd+XUemMMSEE59x13eADjuNUb+8UX5ctfExYQgfQVN8Q9YWdTNWFTTnuMwgQOqAbBgxgi5NfkJllmmsvUyhUcu8ahgGgWCyGQqFoNFqVPVT0CP8TItQAX9um14AVReEvaQaZEcAAIAChAdAEIjpCgC5f33LwPE9GqPu+DyAUCgkhiEgIoWlaJBKpqakBwDmXmlRsiWzhItQAQ4pQRHr3aXREccnKJgYTAtChAZoOAAKmBhCglV/f7CEizrlpmlKEMlELgK7rQQw6ETHGDMNQCtyi2bLHhFyDGwLCgMbR1KtBaE5zO3whjU9fB0wdhg4DIEAAXABbRr4vYyxQIMqaBKBpmuM42WxWPtY0TSVPbuls2T0hAR5AGqJhDY018Xi06BRh5300lqSm6dAEaRAaDCm/LaEbBBDkZMm+Tg4Lbdv2fb+uri4ajXqep2maHCJ6nhd8XrHFsWX3hAAIcABEDDRGtL51+TCRncyBMXlsAhDggAPkdWHptGX1Gp7nEZHsD1euXPnCCy/cc8898+fPBxAOhwuFQrFYRIViFVsiW3ZPCEADiATXdCMSbRvUf6XBt2bMgIjKPo80OSwUgIBOEN1qrQRwyPElDEATAgDpEBA6oBHAdFB5XAoAOnRAK9u8hFKAjg5oJYsYpWdYG0D3RZ2zLBsXqOuzzz773e9+9/jjjwP44x//eOKJJ5577rnbbrstAMuy4vF4t06aYpOh8nBG+9IObCM/Jtmye0ID0Bmr03SfcURqn/Lp8jlz5yxcrRf9MMAZ59yHbhhADIgAESKjO4fMAQvIgVsgV3iwXXDOwQqwGBzksliyBv/9FIkcPIFUHqysWg7YQBGwAQdwBAAGuIALMHlPEAJCCMak59PzPPmjyWQSgK7rwSuvvvrqXnvt9fTTT4dCoYEDB65Zs+bee+/dddddTzvttDfeeKNSgZxzuTUAlmWhotxO5dSimlfcNEheM3ABEcisdKultXfVL/7YhtmyRagBcTlaEhrMCI0d0wwsXdXWp6bRBMIhw4hEuSDXcTTOo9AjWqhbQ0INMIEwDA2aqZsIm2AuCS/ORTjvTL35tjeffWrex7P/futtWLYcNVFwi2vEABhAGIgA0m8U0aU217lecld03TRNOdiThYx79+5duQ/XXHPN4YcfbprmTjvttHr16paWljlz5px66qlCiCeffPLAAw/cc88977nnHsZYR0eHHD06jsMYk+I0DCOVSgkhDMOIRCK2bafTaTWvuGlogF6WWklbXYI+qeItQMfGBWjR/wRy7HTfffcB+NGPfkRE+Xze8zzOuWzZkmKx2L3tCiJG3KFU3ip4DvkueQ75FhXzC265x3niOVqxiKx0/qnn/3XZdcSyDhWKxJLktftWjkj+JchNklcgKhLZRA6RQ+QSuUSMSBC5rhvsZKFQcF1X7n97e/uECROkrm699dZEInHPPfekUinXdW3b7uzsvOGGGwYPHhyLxQD06tXrt7/97Zo1ayq3lslkgkNxHKe9vZ2I5EyjYpPgRIzIY8R84iSIOJEgQSSIgqc+cUaMyCNiRPwrN/o/IkIhhOd5L7/8cigUGj9+vGzHkkoRVj7eKHhZN5yEfM49ke2klralF/2aXniTnAS5HbR01b/O/QUlVhKliSxBnktelqx2yrVSIUMsS6xI3CXuEwkin8ivECFjLDgK+cCyrNdee2233XYDsN1227366qsffvjhIYcc0tDQcOGFF8rP2LYthGCMTZs2baeddpK31HA4fOqpp86ePduyLMdxqLzxzs7O4Jg8zwt+UdFNOAlGgjHijIg4kU+i4lKST8SJEbHyJzdGhFu2ORqgaZqu60OHDmWMJZPJcDjs+z5jDOWaiK7r+r7f7fqIBFhM2pEaAb4ACa0+ioYYhA/bgu8DAsVEIdUOi5Y9/CRWdWhZK2y79Yz3E/oA6A3gejEbBw+TMLjQfBg+DI6wgCmQTiRN02xvb5dHIYdwd9555zHHHPPBBx/st99+M2fOjMVixx577Kuvvqpp2oQJEwDkcrloNKppmm3bxx133EcfffThhx+edtppuq5Pnz599913P/jgg5955plEImHbNoA+ffrIA5JhbqpO5CZCOrgOoZemmwVA4IAP+DIukgCB8rs6uI6Nkdg3fu/45pG2KBGlUikAgwcPlp2A7/vBW0TUxTTdKDhR0SeXPKvInSLZDqXStGgxLVpGf3l6ybW/oWQLrf5s/mP3dz4+ZfG1//fU+ImP7LL/qqtvof9+Sq1JauugtnZyCuRbRM5a+0QaNS6RR8SpublZ/poQYv78+fvtt5+8NL///e+J6OabbwYQi8X22muvNWvWyE9WdvVElMlk5KG1trbecMMNclQZi8VGjBhx6aWXLl68OJPJ5PN56bahir5X0T0EkcfJ53JMIbs8tzzuCF4pvetz8koW1JezxYtQCFE5yIlGo9Fo9I477giaqed5XZpsd7bOyfdIWIwsogKlM8k/Pj5/0nnLTvwltSQW/eXPT//4nGcu+cW/pt1NzfPyUx794NDT5gzd/53IDu/237Nw2hX0t1m0LEGpLOVSjKwUeR3EOomXBqZuydAlokQiwTl/4YUXRo8e3dTU1NjYOG/evKVLlx588MGy17rkkkuISAqJiIrFYjqdJqJsNitHeqlUqnLHp06dut1220kx9+/f/9RTT/3LX/4i35J3KMWmIEp30SJRkUrjCpsoRZSqeKX0Lg+M1K9gixdh0NdJJ8TIkSMBNDU17bvvvlOnTpU3fpkKtClbF4zsBPlJsjpp2aLE3Q89Mmrvv9aMW3XG5dTSTMUkdSYplSSrmUSKMmla1k7TX6Mzrnhr2N5/b9r+mZF7//uoyYm/TKdUmrhVJC9JrJN4logRkUfkErM8eRP59a9/HYlEABx44IG5XO65554bPnw4gAEDBvzzn/+s7Mbz+TwRcc6DY7csi4hkipPnefJ1xtgHH3xw/PHHB1bP9OnT5UTF1zrj32VESVdrZcapWClCXiFR8Z0RIZVtM9kVHHvssdISkxHPu+6666xZs3K5XJcPE5Ft28GLMkkvaNOybyEi7uXd7DIqrKF3Zi8+5Iw3+u/x/JA9l9x4K2WSZGXJyVKhQMUCuRaVLJQ8eR1UWEOfvJeYMuXxQ4+5e5f9ph524iTUPnjOL/iy1VQsCOJ5nzlEjChfcIho0aJFEydOlLt94403ZjKZ3/zmN1I2Rx111Jw5c+TObIxrl3MeHEtgc3722WcDBw4EsMMOOxBRoVD4Wqf7u4wg8sn3WJF4gXwS3Hdsi0SWeJaotZAkQSR4kXizfOx/x0RIREKIn//857169ZItuHfv3vF4vK6u7vDDD//vf/8bOAwLhYLsGGWXQkTFYlF2R8GoKZvNEhHlk1Rs4U88+s8x338xNvK9UfvRC29TJkk8S5Qnsog88hnZnDxeJEqS10ltDrURtZHTQfM/Xf3otKd/9POdgG2BMYhccsbkd16byYhyJNpdp0g0/em/ySHc2LFj//3vf6dSKel6aWpquvnmm6XwpBeUKrr99QkkV9nnS5OViGbOnFlfX7/zzjsHo+UePP/fIQQRF0S8KFyXmJVLk2CMvLywHGIeub5TJO7lvbxLnIh7lv2dEGHQLoMG9+GHH5599tkHHXSQzLUDEAqF+vTpc9hhh61YsSIQHpXN1KCftCzL9/1gyJRKpahoZW+5/e8jxj2+1aglP7uQ2luoczWlW4WTyJHTQV4ncZuIHCJLmpicKE+UtLLLiCfIT5OXJ6ew5O03zz3h+BogAgDYc8KB9z857cPW1dfccZsZjwM44YQTVq9e/cILLwwbNgzA0KFDX3vtNbljnPNgD79EPJUilHclx3HefvvtIUOGTJ48ecGCBQC22WabwD7vodP/HYRnkx1ytpCcInk2CYcVUuRbJBziHgmPOXkiRtwjsVHneYsXIREVi0U5Xgo8NLLreOONN6644oo99tgj6BsbGxtPOOGETz/9VMaUSN3KFtllOtGyrDVr1hwzbsfLzMZnRu1s3X43JVoou4woTX6efCtHrJN4isgmIlaeg/eIrBxRXv4JKtg8S+TYdprIS7W33HD11VsNHGTGozD16JABCOl6NHzTTTcR0e233w5A07S99tormNYLjiuIp/kSAh3KIWKxWHz11Vdra2v33Xdfxlh9fX0kEnFdt3I2X9FNeD6XIu6R5+VWLCPfEdlOKuTILpBdoHQn+RY5BfIcnkySU/xuTdYHjTWVSgVdYsDMmTMnT568++67NzU1aZo2aNCgH/3oR83NzXJYGPj3iSifz+dyuVQq9cILL0QikXrglIGD/ZdeolyCWLpI+SxZyVQb2ZZ0RpNH5JcelmYdXJe4l0t3ZPIJh+w8L/rEBDHPKpLribzNc9af7/vjfuP3bWhqbGhqfOONNz7//PN9991X9ti33HILEXmeJ4vKdOskBIO9oKNbsWJFJBLp379/Pp8fMGAAgI6ODuUd/RpwIkauQ8tWUcEiK0NenlpaqaWTWhOUy5NbIK9ABYsKDrHvTMSMNEd93y+N4oio3BwZY7lcTn5ANujnn3/+uOOOk5EogwYNuvTSS1tbW4Nvcc7lF6VfJBKJnH7CcZTsoEwH8UJrelUneZ/nWkiUHJvSEUMO2cSzxAUx8rmMmSgHMpEgKtqWzTzLscvdNJGgtlVrYjCGDdyKBMm46m222ebTTz+1LCvQkhCiUChsvGYsywpGtvK2IgO1DcMgov3331/X9Q8//FAIoXS4qXCnkBUd7dSefurK6/547ZUP/d9VtGQltaXn/vZOWtFMnS2U7px5yx3U3EnpVCGT/E6IkNYd4aRSKWmMBcjmKKUYNL4XXnjhyCOPHDRoUL9+/c4666xEIkFE2Ww2mUyOGDFC2q4PP/xw0bY68imXeLqQcYkyRAUikXAoGG9bRDZ3yEuRkyPLJq/ImG355BAVibKMCpx88omKREuyiRRRlijDisViPgI0GKGOllYi+uijj4KJeDnX0mV6M5fLVY5mv5Cg55QjW9d1GWN9+vQxTbOlpeWEE04AMHXq1E0+zwoiTsKjbO7uE86iuUuomOWff3LvocfQquRrZ5xPS5spn6Ji9uFTz6HmDNkOCW9jRLjF5xMC8H3fMAxZE6mpqQmAZVmxWEzWaEmn07179w6FQrlcrr6+HkCxWDz44IOPPPJI27anTZv2+OOPb7fddj/+8Y8bGhpuu+22RCIxZsyYv/71r2PHjjWjUY5Yitm9ahogE4iLTk1tFBwMABA2IItJyQIaDAibpo5yDmG5SprrMUvjfep7c8CFHzaNiBkdOnjImjWrZSHD7bff3jTNzs7Ovn37NjQ0cM5lyrwM+olGo3V1dQBc15VziesTvCWLPgVVZwYNGpTL5RYtWjR06FAAnZ2dPZiGH2RIGuWnGkpl7cgonSJJCNB4OedAW/tH5eQSLdhO6TMVqQjfGEGQmQ5dA7qGmFXsrdxPAwLC91at2HHE1ujbG66rDxq4/1574cO5pssw73O3s0YLhaloo2ijMewXimZt41cWc/hfiCGUjS8cDgelAePxuKZp8mmQGSQVCKCmpkZ+JRaL/fjHP3799dfb2tpqa2tvuOGGRCJx/PHHz5kzZ+eddzZNUyYi9gnFQkAIqAV61UQRAqKQr8AETD0EI45QHKEYDBMImeUsYBMwAR2xcKjeCMWAWqABZi0iIAwdNcoDFi5e7Pu+aZpCiL59+wY5hBLTNOPxeBDquSEFVr7VpejT9ttv73nekiVLRo4cGQqFli9f3oNp+AJgACsnZzGUK44wMCAPUQSKQEGu5OoSLJLvlkItaW2OpQv4QWKQKCVbgjZYE0gG2XapvypNAPl6cCblAxnJIG95FfsvfDAfTIABopTEzQEOKgIcKJYSRHOW6wI+CMIVuQTPpSAYfBvkN9bXwLFDptkyf+GCuZ99/uEnhusjXgvOzWh0Y2oa/S+IsEe47LLLXNeNRqMPPPCAbPSmaWplHWnl3EINgF6u5FZ6rGvQTegmTBN6SQFa6WMyi14DQpoeBkJEYZmLDK2pdy8YRkeiU6bhyhpq8qep59YmkPegXC43YMAAxlgikQDQpS1uMvL4QoAmoIlyYyIZ1kwm5M1D6NA0aNA12d+Uzp0BV5MpzqWSsIbs/4J90+lL+hDDMLLZrEySdBxHxqkDkKmScuF0mR4tH+i6bhiGruu+78uRttx/s2zF8GDHBMChhQGAwiUNNURC8aJttnWi4ETHjMkmOsF9RGIwzXdmz8aQQSJkDDrh+B1POWWnE08swIepwbWwcctCf9dFGJQPDIfDvXv3dhynsbFRqkJOY/TsD8kxgHw6dOjQUCi0cuXKynJpwf70FHLisaWlRQb0rVixogc3rpEIc2F4Plwfvm+SgCYQEjDhZLM1QD3QCL0OerHoIAKm+wgDIfgh5DXkAQfggLQ4TJmMUC4B4gHuhks2F4vFhoaGTCbDGItGozKpUnZ6juOkUinP8wIjqHfv3tls1vM8Wa+1trZWatUrWoZvmMLkMBzorrx1EiBgJTIIIRGx02YRIodUEkkXs+a+fPWvsWzNxAkTn7vy6uX/mvnU72/fetxYbD2sQxdgDsI6YoY5YiBq9GJIuLpG2ldL7H9hTPg1ke2+UCjssssuM2fOfPnll48++mj5elDuuschouHDhwshVq5cWZlYVNkf9gjSz7R8+XKpxlWrVlG5clTPIEtnye0JDkOjEDhQ01BvFfL10bpce6K+f5/ammjG92NxU1qcgdZMIAZEqWzUAtB06MIHGDRsuIHKSIzGxkaUq+zkcrnnn3++UCicccYZvXr1IiLHcXRdlyptaGiQX6y0AiKxWnABAU0aIEFNIg3x/vV5JxuNmhG48AmFvHXTA2+/8dbCXubOi5YOOP7YYw7eP9G+6sjRJ9YMH41E9viLfoGmWhgGNBz3kx8jrEfDvb3SSPIrUCIsUVtb27t3b8MwOjo6ADDGvmQAtgkQkVYGgBBi+PDhnuetXLlSSp3KRe97ViRSe8uXL6+vr6+trU0kEqlUqksFjU1H2ugQJc+KAKAnAQZhwG+srYHr1/ftAx25fIHiYSZ4hDSQiJi6Dj0GhAF45eGgBoQAE64GWSfny5tvNpttaGiQ/5cvX77LLrswxlzXveuuuy644IKzzz5bdo9yDCy7wXA4LM+tbduGYYRDYeg6NIQrfysEwGfCrYsacHMgHfMWz775bv+jBZls7sjzLx1w9CQUihjYp8+ARsSjyFoY1AfUD1YRMOH7/bcZxYuWbtbpEBtzKb9z5mhgEHZBCDFixAjGWHt7u2VZUhg9XhAp+HUpQgCVPaE0lnpwQAhgq622Mk2zubmZMbb11lt7nrdmzZqe2rhcj8cBCtBd6LIQXQiIgPrCCDusMHc+MgUU3VrPbTD0iC6gc2ikCRHmIswFvHKfqK0tWqcBGsqJsxtoooyxhoYG13UbGhqefPLJXXfdNZPJGIZRW1s7f/78888/f9ttt73yyisXL14MwHXdcDgcDocDy1+G+HuuC600IjQIBNhAFiIPMnSC48IyM1OeefzHFy7++OO6bQedPP3BUaeegJCOvvWoDaOutug66N3IdQGDUFcLGDAiCEeNuiYNZgRhbSMu5ndOhJL1G7plWbvvvjuAxYsXB/7DHiyIFPRy0hzSNG3IkCGGYQRjwqCf7FkR9unTp7a2NpVKZbPZrbfeGj06LOTQbRg2QgwGwQDX4KGBo5cDbc6Kty75bcfLb//r6v/3/u33hoyokUuH4HHNg+FDcDAOT0CIkkkal90iwBEWiJQVvqFzIZfl4JxffPHFkydPtm370EMPXbRo0cKFC5988sl999139erVt99++957733SSSe98cYbsq5CKBSS0UhyC+FIZG3hLQ0WkAY6gQKgCw0rstZNj3x827SmlD/+0EO3/+0l2H8setcjFF6TTWdJMM2M1DRZMArhkB0OIRyGy0G653HoQNFnGXujVobuyZnMLQFRZv23nn32WQBHHXWUtGqkR7tnf50xFoT4EJG0l7pEF/R42rvMY1qyZMmPf/xjAH/+8597assyCCFHlJUxtJyTy8j1KOO8e8619My7tCJLq9PJux5afN8fyUkQdTLKCiqQb5HrkO2Rx4i4TZQjKq4tl8SJuEPcJr6hCGjf9z/++OO9994bQCwWk/G306dPDz7w3nvvnXLKKdKiiUQiu+666x//+EcZViWzvWhtXFMp56hI1EG0gngnsYXvvD3lxB8+MvD772x3ON0yhVatIXuZoDaycsQozewCkU+Ud+0O8pJEWSKXiHKMvFIoMfkbGbX2pREzlYFgMtbEsqwguYbKgcX/M7USPv30U03Thg8fLp/2ePKrlF8Qp8oY+973vhcOh+fMmVP5Wz0eYH3AAQcAeOedd6666ioAsr1SOZMriDcKMry+kC++eQkiRn6Oc48YUZaoxU6T8ChnPXHUWbSghVIJWrOE5rz/3v+7mpLziFYRJYiyrpfI5VqIHEFenhcLxDvJ7yTqJOokzyEi4mS5leUhfN+XUcGyKT777LOxWKy2tnbs2LEffvjhihUrtt12W13Xn3zySZl0IhtqW1vbNddc079/f2mJDB48+De/+c2yZcvkNi3yU8QzxH3ixUS6FAQsaPqjjw4J1w4B/nD4qfTeQmovUEeCeJaoQEUu7xY+lco65Yg6iZJEBSol9WaIkkQ20UbmqnyZOSpnt6WnPhKJMMb+/Oc/n3LKKa+88kpgXMngjC5TzFsovXr1isVi+Xw+n88DCIfDPTWfJukyRjdNc8CAAZ7ntbW1SQNYRroGzoOeYtSoUQA+++wzWbF72bJlMri0trYWgGEYQbfc7dWdCJT3jYguYxM4s/tGa/1UGtwP1cdg+gj5aIy6C+ZF8kW05vDOPGQE2vJhEaqrrStYuWQhFdVDIYg4tBBIBwyEfICgwzSRL4KQyWTkfjY2Nmaz2VAodPHFFx933HG2be+///6zZs2aN2/eQQcdtHTp0oEDBw4cOFAWXJV9YP/+/a+77roFCxY888wz3//+99esWXPdddeNGDHi6KOPfuutt3zf0yEEfALiTfUQ8DtTN/z84p9NPjvrWT/82YU/uuNm7DAaDTH0aiK91i1qELqM8QnquhtBSXWJFkz4VxYE/vLTuAFk/8Y5DzLQfd8/++yzUS5AFFhW9L+Sn+Z53oABA0zTDO6UPRvoHJgPQZdy7rnnGoZx1113yQ8Eacc9+Lu2bV9//fUA7rjjjueffx7AIYccEnS8uVyu8tp9SdLwhmx4EpTozPhE5HOyGLVkqD1LrekPbryl/dGp1LaMWhZn77yDHnrcO+mnb/X93oc7Hkm3T6VFqyibIj9PZJFw3HSKPE4FiwQxohx3LVlLsGwvOo7jeZ5lWcuXL99zzz0BNDU1/eEPf7As66qrrpJ622+//YLsZyqHswfJKLLwwrx5884888xIJKLr+uDBg8eMGf3s359qXrOccUcQ+/DjOd/bfocw0GjE7/vtnZnmJHEq2H6Bl6xun4gsIqtUuYJYqcZMlignzVGPiFGRqFTBZONGMxsUYRCGX/n0xhtvjEQi1157LVWUh/hfqlkybtw4AO+//758+k0cWmVTvvnmm8Ph8AUXXFBZHKBnf44xNnv27F122eW+++6bO3duOByOxWJz586VepMXkTG2qTUvZHVNlxVSlErTsgw9OOOxCSes/sOfqLn1pRv/72//7/LpV//ijd9cQ6vW0C9u/GzYfu9utc+Lg/ecsfMhK67/Pc1fTskcJbNke1S0yeckyPFZkbnyxpDLZKniKvz1r3+Vettjjz3ee++9lStXbr/99gB0Xb///vupYjhdKBSCM5lKpYKjkxZ4W1vbBRdcEI1GayLhOk0bt/Xwq6+67L4/3VvXuwEmRm494pMPPpYGZ5pTi8dSRBmi1Tm3VBmIleLzpcZsooIcBFIprVQECd49Ut4iEKFMM33sscdCodApp5zCOZdvVeZ9/w9wyCGHaJr2wgsvfENpr5X9ie/7U6dOBXDGGWdQ+TZXLBaz2WzPDrOTyaTs7jo7O6X506tXr2OPPfbDDz+UHwiuYEtLSze37ZGXpvRKKiRo/tLUqVe8s9X+0/rutPTSGymVIKeTcquIkilKupSkbJJWtNKMl9896owXt/r+24P2e3urCS2nXkuvfUSdOYtbCfLXkJUiRkTkCsq5coTGGOOcS6+Srus/+MEPisXio48+OmjQIACjR4/+5JNPHMeRzlKZO/KFplmX3OhkMvmnBx7cYewYEwgDDTVxAzjt5JN8j/lE0leUJEqW3U6ck89IEDlEGSKZz+2Wq0MLImJExVLNk3Jy6dd2zBBRcDzSg/evf/0LwN57701lfcoj78ZV24zxff/88883TfPee+8NHGg9/hPBZj3PmzVrFoCJEyfKp19iDW4y8uowxpYvXy5LAMdiMRluMnLkyDPOOGPevHnyUna32xdCECtSchkll9Lsd54fP+Htbcd/ssMhdO1dtLKDikmidNFqa/faVpA1V7S6fp7SCWpbSUuX0Cv/dX/8/14asM/fRhx01/hjjt7uew/85YH5xfYkUU6WcZGNOOc6heLq1asHDhxoGEbv3r3vuOOOYrF48cUXy1CKs88+e+HChXJ/Kit3EZHneYVCwbKs4AwEZz6dTlc6Hf/2t7/tu894Azj8oIOIc/J9zrlD1O5bUoTtrpW3Hem2EVSyPzNlEbrSTJUlSS0im5NH5HNiXPbtX8lXjAm7XBs5xTRy5Egqjx/+Z1yjRMQYu+uuuzRNu+iii3p8lBuk2wZNgXO+evVqAAMHDpQN5ZVXXvnvf//b1tbWsz9dKBT+/ve/RyKRpqamINEkFovJp9tuu+0ZZ5yxcOHCbt0CSl26laPWJXTXza+NHDVj6NYvTjyQ3v43taymZBv5SZeniCwSTA7tPCISjJwEFddQsY2KHbR6yVsP/+m0PfboAwyO1fStrfv5Bb9Y0rzKJcoWLenf//vfnpFrUY0aNeqDDz5YuXLlyJEjpQPp0Ucf9X1fDvbkUo3Bie3SMchVSajCeSGEyOVygiidKTCi62++CYZ+2x23s2KRig4xRoJliqk8uTnybPJ8ZlE+R5k8MS4tVUbcJy6IC+kSlR2lx8lnRJwRc4m5xESPJPXKvbcsizFGnNcBTYBXLI08Lcd2iArcL5cZIqn+LXHNEc75008/DeDkk08OnCglr3P5VIqKP79s84tSnVdGxEpXRfC1+fWCSBDzRfB5zny5bIjDXTNcilmzbXvMmDEAxo8ff++99/bUQWUyGelOA3DiiScyxl566aWzzjpr1KhR0iUry16MGTPmnHPO2Xj9l0WYf//yi5763vYzho1OXXQZrficCmso30aZVmZ3+mS5VpaYrH3l+kSpXJZ41k0sJko6lM5QglHBz6f+OX36weN27K9H4poZjcf2PmjCux992Nzc+sPJP9J1XdO04447zrKsqVOnhsPh+vr6kSNHzp8/P6hj0qWgieu68vIF82dSe7I7CXTr+/6fH5qyw867PTx12t0PPYxI+JgTjme2Qx4nxyXfI/IcsjucziLPETnliU1OPpHgFQ2Dk7zighHnRMwn7hArErPlujFfRTcn6z1vQkPtWKDt8w+ILCLuEnWQaJOTJERkc3IYidJNYqMs4s0Gy7I+/PBDALvttlvpJeETd4k5xBw5mPPLanMr1lfyiRFZJApEhYKf9ckjxsjlpblaRsTJJcoT2URFxsjjxEvXqf/gAQCWLFmSyWSuvfbaIUOGSMEMHDjwmmuuCVQRuBYC0yN4UDlz2yX7/t1335Wui4EDBz700ENdSq0+8sgjRx555MiRI2traw3DqKurGzRo0NVXXy0/JmUW+GxkAIP8rqwJ8p///Gen4VvfcNyJNx927PKHplGiQIUCpRPkOeQ5RMyXRy5obckPIhIeCYfI88mT1XdIcOKcbGfOf9475aSTI5FIbX0dtNLdobGxcdq0aZlM5uKLL5Zn5mc/+1mXcuMbg+znpctUnisZZQroF/zyovfmfAgN43bYngQVszniXMpMUEVL5mXzcu0cfwWCyssGcUHkE/dL3/1quilC2zp3yKADgCX/+jsvdjC74BKliDqJsnI3bE4WI85EaSe2JPL5vEy3Gz16tLxmnlUk3yPfI5+V5mEzXqpYco4Vy6MCQYyEQ7xAvCAnoEkwsh2ymFxwwmNUKI/vBRE5Pvk8x+1bH7y7pqG+tra2pqbmrLPO+vjjj9Pp9D/+8Q85vQ4gGo1OmjTpxRdfDPZQPkin05X+MOmQCJZhkkXyH3/8cRkrc8wxx7z33nvyk7Zty44isIqTyeRDDz00adIkGWVqmmY4HL788ssr9Ryo17ZteWZuvfXW2traMHDkznunP1pEFlHKkqsTeZZNZUth7ZphlX8bQJacXLBgwdVXXz1o0KCmpqahQ4d+/vnnH3300R577CGvy8MPP9x97xFR+Z4lDyQwTadNmwbg9NNPX7ZsGYAhQ4bQJqyf97Xppggt68NLLv3dqFG5mS+SkyXPI0F5QXI8zUh6izgxLjtJZ2NnSjYXguSJXC7HOSdBZLtUcChtUdoJaqslvdIaIHYwKPc5MUaeRx4n7qfJy5TXr3PKfjYZ6EQ+kU0sVTz5lFNh6GY4NHbsWHnL1zTtgAMOmDVrVktLy1tvvXXyySfLGQUAO+2000MPPRTsZ6WEKvdfNjLbtk866SSZKnHRRRd9+umn8t10Ol05A1koFPL5fLCphQsXPvjgg/vuu29DQ0N9fX2/fv2uuuoqael5nlcsFqX8isXi6aefLh2VP5n8Q9GaJks6Ex1iRK5fzBcCq2HjRVjp4XNd9+GHH+7Vq9fBBx+cy+XeffddTdP22GOPF198MZi+7u6VrZxyC3yk77zzjnQ0FovFWCwWi8Usy/r2p9y6KcKiVfjdnVO2Hbfmwfspk6S8JSuMyZ7BJSKfyOPkcSq/uKV0hvl8XrrCR40aFY1G5UpJxXyBWd5aG9Qh4muf+VSeC2LlKEFO5JPr+WkSBSq1uQJRKrhJZV1KsTXzV/TvNRAIDRq69aNTHyeiefPmXX755X379pUd4Pe+971bb71V1j697LLLhg8fHmTlXHLJJdJGDfx7wRAok8lks9mlS5fK/Iympqbp06cHtqVcrzf4SqUbJihAzhhzHKe5ufmWW26JRCJ1dXWjR4++7rrr5Mccx5k5c6ZMUBw4cOBf//pXr2CRS97qTukStFNZ8jkRWY7try9C/mUiDPooaWrK7Ic99thDvjtt2jT5euV0fLeQBxgE7kqlNTc3y6gaIpI5XzKefhO2/3XopgjzFv3u7mkDR8y94GJqbad0XlogojxAkoaxfNEOWt6WA2Nsr7320jRNLiYj54s6fL/FcdLSBOXke5w8IouoSFQo334E2UQZojaiJJUXA2GcmJMnO0+eS4wKNq0pPvf/7okacZiRfSYcMefj+aLc9BljqVTq4YcfHj58uByhSUtp4cKFjuPcc88948eP79u3r3QMTp48+Y033pDNUZaKkzz00EMAampqdtttt7lz59IXua+DMZ686weV/2m9yKdFixadccYZI0aMkAtdXXvttfI2sfvuu8+bN4+ISFCxPVlaI9Mn8oX0yXmCd1eEVBGvk81m0+k0gEgkEqxK4DiO7/vSSN4EizHwTlPZepcnQc7WOI4jhwBvvfUWbVJP+3XorggL9OSMV8fsMve0c6glQTmLPE629PWV5kwElSYrZSTBliJC13Vla5aRlvF4fObMmZlCMeWyLFGSqIW8DnJtGSOSK1CRUYFRgcgmYqV8giRRK1GKiDiRw4h7RA5RgViBOtO0Ov37g04ZDkAzr7zrDx1u6XRVxnnIBzNmzJgwYUJdXZ0MIj3wwAOfeeaZZDI5Y8aMU089VdZK0XX97LPPlp9PJpMdHR2nnHKKruvxePyHP/xhsMFKp7ysgxS8Umn+yXV/aT3Rysb6wQcfDBkyRMaann766fKtlpYWKruq7FS2mM2RIMuymtvbAuOgWyIsFouVCSWywlVHR0elzbzJVG5Bngr5eJtttgGwePFiGQwwZcoU2gJE+NyL/9h6zD93n0ArOimbJ5/5HiMieQu0A6OUlcy3LcUclTDG3n333UGDBsnK+duOGnPXbXd/9ukCh6hAvNlN5ihbqnLv54kXSDhE5bu+ICHIFfK+w5lvudId4yRp4RJ69r9vjT/tJ1uNGRmve/7NmUt8u5MoQZSzPSKSUeNyHwL3+sqVKy+44IKGhgbZK44YMUIm4yxevPiSSy4ZPny4HCWuXLmyra1NTm/U19dPnTpVtqFgwfr1wz6lU2f9wU+ggVwuFzhjZAf14osv6rpeU1MT9FeO45CgTCJJzC8FcLmOX2Ged0uEcpeCdV3z+XyvXr3q6+uXL19e2VFnMplNi7ALdBU8kJs9+OCDAbz88ss33HCDYRjXXHPNtx8I3d0xYYHmzHll591f3mE8LeugfJ7Is7lb8jcIsmVMHRFxEqLstNgSYIzNmDFD1u0iIlmM1NQNE2aDGf/BpKM/nvVvYgViacqtItZGlCBKEuV9ckqe6GD9XZ8ROZ6fJkqT20Eff0QPTH99wG5PDdp16s/Oy6fXtDopmfySImIVHaC0srqsOmjb9nXXXTdmzBjZKzY2Np5//vmff/55Pp+Xn7z//vvlSHL//feX4SNdAi0CaQW+zcrPyDrfQcuTZSCowlMiDYREIqFpWkNDg/xu5fybjEAIJk4Zkc0Z6753lMqOE3kJjjrqKADPP/88lU9RYExuwvUNDrDLyTnttNPC4fCUKVPuvPPOSCRyzjnnbPaOGbtAKxdN33nn6cO/R58up2LeJydHLEcOeT4x7konvTzV/lcskhicFxnvRxWBAcFjIYSMEwhmwwJrPtiOHFMFjytdDjL0nsrXVX5XXtEg4kduuVgsvv/++9IZGKjijTdnHXH0UXFgJLAzMHXSSZ0PPkypFmqfT3xNIfUZUYJElhfSbj7vEzHGyXHIypGfJz9J7YtoxdLUpB/Oqhvz5NY7rrrtdiq0+pQtUCErinK17C+/R8n1BuXjZ5555phjjpFDvlAoNH78+JtuuumII46QY6crr7xSui66aLgHqaur0zQtmCEorS+wbuhC0Ad+wZjwq0RYGVMuhPjpT38K4I9//GNwREEoTA+ai7/61a8AXHfddW+88UZlCGFPbX9j6Gbemq6jJtZ31PCs74D7/po1BAiQAQMagYQBoUFwWQdWlKsrbwDppEJF3V55s4/FYnKNSwCapt19990nn3zypEmTVq9erWmajPOQmX6pVMq2bdM0g6JMpmkGJdJkHetYLCaEiEQi+XxeVhmRY/FCoSD34Z577pGDwNGjR8u3pCsSwPbbbz/9b0+sbl7108k/jgINZnjGH//85yNOSP79VaxI1hgNKHjoSOqmGY6GWD5jaj6YBY3Q3oqci09WvPqDn83995v1A3uffPv/DfnBRNQYHCLK/XqEwlyEBDZUg8SyLHlCgkCz448//oknnpg/f/4PfvADxtjbb799ww03vPTSS8OGDXvkkUeuuOKKpqYmOVvYvWu60fTr1880TdkxylMtr0KXAr0a1ikX2rWE45eWEg3+c87lZH17e7tpmrIgha7rPZvhiXLAUDablYG1bW1tWK+A8jdNN0WoAYZWN3jA9vvuhXzWHDjQBACfCUdmMBogA2IjcxkjkUgkEpHeORlrC0BaWUFC7fXXX3/VVVfNmDHj9ddfHzZs2MSJE+fMmeP7viz2KtNwAVA55QwA5zybzVqWJTOP5euaptXV1THGgnzZxsZGIgqHw+l0+rXXXgPQ0NBgGIaskye32aup0SDRNKjfFY/c9WbrsjEnTjR7Nza0Wx/+5uG3D/5J4eI/4N2FoBhcj9asihLgMQiGYh51jcknX/jvVXdYHy8ddfTEnWY8hMP3xFZ9XOgahCFMOAK+gGVt6OTIzFR5p3QcR65WH41GhwwZ8tBDD61evfq8886rqak55JBDHn/88R/84AdyEEtEcgBJ5dptPcjWW2+t6/rKlSvledY0TV4jHZWFjrs+3UioXGNO3kOFEKNGjdI0benSpfKHZCUeqcYeRJZjXb16tczJWLVqVdAAvj2613F6FnWspE/+23LbHR1TplIu5yZaXGH75JHvEHOIHEZugXyb5JzhBgPXArdBpb9OIsckra2t++23X11dXX19/ejRo0866aTg1Oy8884zZsxIJBJdZo2CYX2wESoPtILEOfm6ZVm//OUvK2MvgtoTwfrvlmUJ4oxYa7at0+0gypObpkSCnn5pzaQfvtF7x9d67TBz3AHvHHcWPf8vSiStN99+4qorXvztjZ0v/YNWrfj0smum1I70f/FrWt1GKz8nv6VIbR4lifLkWWS5VHTI9r7EPKuMFJOHEAyZglmvQqEgHe7ywfrnoQf5yU9+Yprm/fffX2kfUhCOtt7/tWyELdplhUnP8959910A++yzD1WkmMir2YO+kyVLlgDYfvvtiUguZNLjAfRfSTdF6DrLp/zpH5NPp7feTM147o4zJlMyTbk8+R5xh4QllynyyHOkt3TDpvv6c1MyNVHm8j/zzDOyFkOvXr1efvllIioUCqtWrbr33nvlVFU8Hu/fv//VV1+dSqUcx5Fjpy4KrNRnNputTCcnovPPP//CCy+UkpNO8PUvrePLMFzOyM2mWqmYIDdL6Q7qTNDs+XTDPf/d8chn++78yeE/pKnPv3j+hdTSSouXz/zlpYUn/kZtCXrrP5RMU8uy0vLafp5sixxHkFf0CqXgyg20yw2pKJvNfvmIiHMeTKP1rBR//etfA7jmmmu+YONfKMSN8MSs3UDFZDoRcc5lKNmIESOoYo5eXq8ezN0JCiVyznfddVcAH3/8cU9tfCPprmPG+dvZP6LmNZTqoHTq0/unrPjrPyjrUCJJfp5TjniehEXk+cTXThtugKBfchwnaDetra0PP/ywNMonTZq0ZMmS2bNnT5o0SZ79QqGQzWZfffVVGZcsSxJOnjz5o48+CjbreV4mk/E8L3D6y24wn8/7vn/sscdalpVMJpPJZJd7XuDdCZqCzbw88ZxMERGcyONe3ncz5OdpzSpqS9Pbn9MfptGzb3t3/oVee4uWr6KOJC1cOv2sn1B7igp5cnNEjsWLghgxRkWfXDl1KDivCGv+opMT7FWhUJDnKnjRtu1sNiuE8DwvmEuoFGfl3HRP8dhjj6Gcgrz2dImN+NtoKoWdTCaj0WhjY2NlQSp5J+3B45I1TQC0tLSceuqpAGbMmNFTG99Iumn7EtIrmsF1GIBrbdXYx0wW4ALhGo/7tlw4QAgIYUCw8koDG0IO1QDIKWYAS5cu/elPf/rjH/+Yc37LLbc88cQTsobkyy+//Nxzz8kiP/X19QcffPCcOXMWL1581FFH1dfXP/roozvvvPMBBxwgo3tDoVBDQ0MoFJKTy4wx0zSTyaTMFejfv/9JJ50ky6T3798fQC6Xk/sTCoWovFCEfBA2QjXQaw2zkHcKeRsipBu1uhaDEcFW/dA/gr2G4NwjMXHc/e+9gmGDEY+iltA74tZE4HHwEESskLJDerzAjSSMRNzIhQEgCo0LuB7f0LBJOiGkb6mmpsY0TXmupCsrGo3W19fLQv3hcFiGZVeW25LLG/bs2EaWLZWF9PGF3guq+L8eG+MpCIVCwagvFosNGDCgWCzKmujBB4TYqLLWG0koFBo8eDCAVatWyQeywlBPbX9j6K4I9d71veH4IB01sVRH24Ca6Kq77195/0PhRLEm5aDgwHXBXcDlcH0wseGloYL19KQj9JVXXjnggAOef/75wYMHz549+wc/+MHJJ5987bXXMsZ++ctfnnDCCVJaclbKMIxtttlm+vTpixcvvvLKK/v06TNr1qyf/exne+2119VXXy0tGQDSf+N53rHHHiut/wceeGC//fbr6Ojo3bu3zPWsr6+XXYpMXSMi2eI9z9M1aATP4rW10dq6GtfyBOOaGU5kcxaMDPS0HipETG6KnY48bOGbbyIUgRFOZLJOOILaOugGYNbWNQqOkKGZpibkjYkRPIQMhKMb9MLpFcg+UC7DGIlE5FQeyqXddV0Ph8ORSCQajTLGZMcYiUR6cAk0ibxndXZ2Sgds4LZdi1bxf1MJimSbptm3b1/GmAxhk51GjxdHBtC3b19d1xOJhCwv2N7e3rPb/2q613EW2arf/rH1xjvps3n0+cdP/HAyvfnuv3fY760hu77SsI1z9oX0ymu0ZgkVlgtqTlFbJ6ULYm2YX+V8YOAIkVbNlVdeKU/BxIkTV69e/eabb8oo5JEjR36leSD9EFOmTNlnn30AGIZhmubpp5/+/vvvBxbpFVdccdRRR23K1Nl6ZlV5WoznnQIRt3Npcpm9aPm9P7904YxX5r302p9u+M3S196iAiebU9biNhPl8O+19Ui6b6pVnVwuF4lENE3rGn3yta1QKofOUdmQlv9PP/10wzCefPJJ+Rk5ZgmuaRAzQOUJ5C8ZKwbfkmG6lRGzF1100eGHH/7yyy/LzKaTTz65e7v+temuY4ZRp5V/6sVXf33T7AfuLb72PLWtptffzE0+b9524/9ZN+TJpqGzTzzZ+fs0ap9HtIZRQpBDRLIMe5eNyUu4bNmy8ePHyzvCH/7wB8dxZAARgEMPPbRLqs4XIs+m53nJZPL5558/5ZRTglvM7rvvfu+998rJ9/Hjx//rX//q3vF+kQJL2fGclzwrWZtsIouW/fu9zEeLVr4xu+P9eTK7x2rulK4Xz/PEJkWQbFYwxuRyv83Nzd/EmDNwvQS+0PPOO0/TNFndjyoG7ZW5lK7rbmSMi23blV8sFotBnWUZpveXv/wFQF1dXQ8d0MbS3TL43C3myMpTezvlsmQlqXUhsRbKLqGP3k7//vcfjj/mxd7jnuo17sW9J33++zvtTz4k5gXyy+fz8nwlk0kZmzJ9+nRpiI8cOXLhwoXLli2TS6sDuPXWW+W3MpnMl7ikAz9+ZXhka2vrr371q3g8LsX83HPPBfWbu8eGRcgY8xyXfCLHp1RB6pDa85SwKOuVgmjztvx0oVDY0kUoT+++++4L4K233urxyBWqmEYKXrn99tsBXHHFFfKpZVmVWbldcF33yy9x0EIsy6oMQJXafu211/r16xeLxXbaaaeveSDdpXsi9Es5A0QeJ9cjv0CU7aTWHCWIOijbQR8splsebz72ohnjDju/duj2wFF7l/ofOZFQubVrrrlGjismTZq0fPnyjz76SE40NzY2vvvuu+l0eiOrGDiOI2fkiUjWCwyCgGtra03T/N3vfkcVwWjdYAMilHJyHIeYTz5Rpkh5l2wiS5BFlLYpVZAZwOTzYrEovjCM66uyCjYrZAs+7bTTADz++OPfRH3U9QcLTz31FICjjz66o6ODc/7vf/+7paVFzu7KcKtgN4K50y/Z/2D7QTuUE63ZbFZGTZmmOWrUqCAH+lujmz0hX1tWUfi8Od1qk7Myv9qhfCa1krw85fKUKNDqDL02+4EfnDsK+sB4HYBdd931b3/7m8xoTiaT2WxWLuUB4IYbbiCi3//+9wAikcikSZMSiUSXEtTBzP76VM4sVS5XsHTp0vb29muuuQbAjTfe+JXb+WI2LEKpKM9xZSKvl8pRkZFLlMiV8uuYIF8w1+vylS1UhETEGLvssst0XZc3tW8o20BGAsuR2/vvvw9gzJgxRFQsFmULOfHEE+XUcSW+73/l/hSLRSk/uTCTfLFQKMj4W03TLr30UinUTahh83XovgiLRC5xXspotYkLYszJk3BkAR/BLPI98ji15nLzV/zm2uuHDBki3euapv32t7+dOnWqdOhtu+22n3zySWdnp6x7bZrmbbfdFkwYCiEymUwul/tyb4q8/+VyuSC3tb29XdYXe+SRRx544AEAv/zlL6lcv7h7rCfCIEy54Ng+kRBClk4jJsjyiBEV3VL8MhckSAjhEzESm5Bft7khKyOFQqHzzz+fvrHK65XVqFpbWw3D6NOnT0dHx6JFiw455BBpKwHYZ5997rnnno6ODvnJjTePS3UDibLZ7IsvvijD/QYOHPjGG2+0t7fTuknS3w7dXhqNM2JEOaIO308zlk5nySGyODmMHCtDVpJ4J1GmXIufc14oFJ544ok999xT07SampqmpiZd14888siOjg5pbwwaNGjUqFEvvfRSEDVGRKtXrw5+tEtd10qCzwdz2Z7nyQ7w9ttvnzFjRjQaPeCAA4LPdO9oNyxCWardJ7JdRwhBgsjn5JcqHaYSpfR6x2c+Uc6x/gdESETPPfecruuHHXYY9XQ4jpxuqcwa+eCDD+6++24ZUr/TTjtdd911uVwul8vddNNNQR2QUaNGXX755Z988on8ypes4REUtggqnf/qV7+Sk17f//73M5lMZd3uNWvW9OChfSWbMiZsZ5QlKhC5ssJK0qKiTy4n4WfIbyN/DfnN5OcrMpmk+T5r1qwddthBuj2J6He/+52cQJ84ceLy5cupfKaCwZt88JUOUlkCnYhkIDgR3XvvvQDOPffcTz75BMAuu+xC65UD3Cg2YI5KRaWLealDxysVtKSyX0Hm13mC522LEbnENy2/bvNBHt1//vMfKYkvjPL7OlTWRCaiBQsWyPgVALIQlnQWnHPOOXIhjWnTph155JHB64ccckgwk7Ehgq77s88+O+644+R3ZQWdwGuayWQ29xozssBhMijd51O51jfziclCmkXiDvHKoMjg4AuFwpQpU0Kh0OTJk4noo48+Gjp06C233JJMJuU12LRqc8EtOUhIe+mll2Kx2P777y9Dn8Lh8CZslujLxoRfmDhX+ff18+uqi+xV5BUJ8jwty4rH4/F4vMu8XOUaD126o8r687ZtV35FPggCEoOvvPTSS7JY45AhQ+Tw75133jnssMOk6QhgwoQJTzzxBBF99tlnRxxxhMykiUQiO++888MPPxzsduVKj/J3i8Xiyy+/LEtabLfddt2esvpm6J4IpSFakC2HEXlcFgz3idnECsRsYqxU8lX+lWbJgl7i5ZdfBnDYYYfJVxYsWCC3vL4zZuNZp+ACEedc1vDdcccdC4VC3759Q6HQpg+111VLF4H5X/XX5TPii7a5WdGlEFswdS5HSul0usvqwpWrxLa3t8vLWnkzlXlnwWfkfFVgdlb+lnSQXnnllXKy7tBDDw3MQtmEVqxYcemllzY2NkopDh069Le//a105Fx00UV1dXUyDaKhoeGyyy6TKVfB1+XO33bbbXLx+kmTJnW38v83RzfHhIJIcPI5eZxcuTYyI58ReYw8m7wieTZ5TFZWlsWVxTrp4YsWLQKw7bbbdlm2lr4op2kjCXra4IFcfmjAgAGO44wbNy4UCs2dO3cTzacvEmEgxfU7wPX7wy9Q3GYswoBCoSDzGIPBkhSkjKTbfvvt//nPf8pPep6Xy+WC7i7QYaFQqHTeBGtdyvmG4EUqi7ajo2OfffbRNE3X9UsvvVR+QOZtV+5YS0vLgw8+OG7cODm/VVdXd8oppyxZssS27bvuumuXXXbRNE3GnUqveDqd9n1/7ty5xx57rPQOXnHFFZvVen7dnqwvV7llJQV6jHxGgglifvlPVBTi7LIQh8zclUEJQeX2YAZ202afgvmiyoS6aDRqmmYqlTrkkEPC4fDzzz/fIyIMXtuE/1++zc2ELj1hQD6fl9MGDz74oAwMBHDggQc+/vjjXZbdDqbUqWKkJ8rrdVZarUG0ChH985//lBUSRowYEawPWTlxzznv7OyU+yYlNGvWrCOOOCKII997771feOEFInrzzTcPP/xwAIsWLZIbf+WVV/r27RuPx/v16/fGG2/IDcqImZ48d5tK90QoiLvSPyr7w9KAsLwgRtBDelwWgfWJPH+d80hE0jvaZcruS/yfX8kXBg1ut912AD799NNzzjknHA7fc889m7z9tVQqZxP+b67C64JUjm3bcpwW1N6+//77g/Vuf/7znw8dOrSmpiYajQ4dOvT6669ftWpV5T1UFjUNHGZdmrt0tgUDEFnopa6ubsKECUEN7MBwDW7T8ivSEg5yuBYsWHDBBRcMGzZM3hf69ev30EMP+b6/ZMkS+ZWLL75YvnXsscd2dHRUlvT/hk5gd+muCEsrXZTXviAKhjq8HKQs/7zSW5UilNdyl112AfDee+/Zth14PoP4z004hsphiXwqhJDurxkzZvzmN78JhUKXXHLJJmy5K19pfW7k3+ZNkLMXjOSlll5//XWq8KDkcrkHH3xw9OjRcpTY0NBw9tlnz5o1S1bX/8ItS9XJCVu58eXLl++8884A4vH4TTfdFEymy1+pvL2m0+lA5F16yGKx2NzcfP/99++www6yOkZjY+O55577/PPPy7Dk3r1733777TJ9VLrQAz9NT5+8TaH7k/XlXF1GwXx9eXluXvY/VKwK5vuleyGVe8ITTzwRwDPPPBNsNZfL9aBtIM/vhRdeCOCuu+6aOnWqYRgnnngibdxkbhc2OJYT5UMW6xzvRr27/pY3GypTEzKZTCKR+Mtf/nLzzTdTRbxRoA15yV5//fVjjjlGSlHTtP333/+JJ54ItCozG4PH8rYrL8SUKVOi0Wjfvn2HDh06e/ZsOTNcWR5hfQOnsuRHEH0RhMIUi8XHHnvssMMOkwmH4XC4oaFh5MiRb775ZqXbTzqZvuWwmC+hmyKUE4V2aa2vQnlRlNKEhCASFS1NlFduK9cpJCLO+XnnnSflESxxHBRm34QDqKwwTRX37+uvv17X9RtuuEFWrZ0wYYJMGuzu9r9ChF+jJ/xWRciJxNoalIK4T8TWnb0sXTKfk20TY2TZhc4Ecf7Zxx/Nfv+/PnOJSMaUUEVJntJ/QauWLb/84kv69esniz1tNXzwjTfe0LZmNfmcmO87thB+cLytq9dcfvElDXX10HD48cd0ZBJy1bEiKzUU32OBuRhoLPAaBEUuhRBBr1uWPWeuN+/Tz048/qRYrKa2rqE9mZKH5ntMcGZbBfkZEmQXe7gq5KbRfe9o2dcuKmbANtiYBFGFP1oOEm6//XbTNK+88kp5lrtM0PcUDz/8MIDTTjutctGPHvuVL1HXZmaFCtkPM8qnckWiHJFL3CW3SHxe+7ICcZs4I561ckx+2nYomaaitWzWW+eecDx5Nvke2QUSbG3JoIqDEvKB5VHBJZ/nc5nbH7h7xK5jUaNDQ79o9KLTzlz6n/fJ81yvyIgz7rW1Nn9vxDZRoD4eu+z6KzLEC8SIcWK8QDwjKykLok05Z5x8l3wuHH/1sjW6FuvVd7BDZJXMNE6Clf84fWl5kW+TboetbQKBXSH/T58+3TCM008/PYgkonUXjusRZs+ebRjGXnvtlc/nTdOMRqObyQDgW4Z5xMvyyfpOVthFsj1yE1bSJc8lb037KhKMOMslEpTJ0uqWpc8+RytXU6Hw8QvPZ5csJOaQa5ejX4loHWO7JBiPqMjI8Yh4kVgnFZ9785WTTjuhnxHqAwyEduhuezzx1DSH2FPPPl0Xiw6qb9x+yPBPZs92iSWJdYg8eYw8liOeCsqZb5IIhWsRZ8TJyjrxaG8j0ph0hEMVIpSrR37XREhlpUlbYs6cOTKUrNKZVhnz1SPICcl+/fpRuZbM559/3lMb35IQZLtOnphLPNWyhjzbJ0eQQ8wi17LbmslzqOhRukgFRnmP2pO/Ou30RS+9RJ3t5Fh280ryHeLehkToMc5kgIYrw6eYTTxHvEjcJ9a+aOmVPzxndEPfKBBrqEEI0FAbr9lx7LjkmmZyXMezs8Qz5MgV9WziBenz+9La7RuGM88SnEmDe/BWI4HI/BXNbmmf+bqr2G0ufONFTqlcFEgIIXMp5EJwK1asCKrTEpGc7enBAj4DBgyIx+OyzLZcaCmVSvXUxrcgyPeiITMCYRJr6t0bRAb3tUIBBRuOH61pQN6G58Nyp111HZYuRyx2waUXfzTvU9TVoJiP9usP6OA+NHxhRSLd1AWIW1apjBOB+a4A06F3JBL9th5xy4MPvjN79ugxY+xisaZXbwCO5x5+3NG9thoEzTAFwtBjKBVNDwEhlAt6b2QN6XV3xwhFbM8lDZqOYcMGa6B0a4tJpcLgBJ0DHODQ+SZs/pvhGxeh7O4ABJJramoKh8PZbFZmiKGitk8PirCurq6mpsayrPnz5wdVtHpq41sOQjN1cJGbt1h3ODQOwZP//g9YCJqOTAoffUIfforlKxAO7b/rrn/6wx0o5BtHjTr5ggtgWYjXQIdrFxFar6ZTGQIM0zBqo9AEfAHNiJuxKCIa0K/PAOgAtN5bDdpj/Ph4rz6Tjjn29j/c7fuio5BfneiEbhhG1CkUdWjQdEA3SA+TXq6sL6B1r+g9ARy6Fo1yEDRsPXyoCd6+fJkuiCD80rIMOkGXAv/SVRq+Pb5xEeq63kWEuq4PHDiQc97a2oryqhKokGJPMWzYsNra2nw+v/XWW4dCoXnz5vXs9rcACMjnwfzn7/0TVrYiXwBzX3/i72hPoT019fr/l2hvWb504XP33YfmNYOPPCTWVDfn3bcRDcEqoK5eri+ih0OAJhvu+thukSDL32vQNAjijDu2bbsOAM4hhNBioaHDtrbS6ab6ht123qWpb59X33yjd5++5DGy3LpIzHdYaQkLKv9tUsk2AXBAh6FB04gPG9AvDN46fwEY0yAqJfdV66R8q2zwDtdTBCsWoGKBhBEjRqxcuXL58uXbbLMN51wGNMiSfj31u47jXHLJJStWrBg1alQkEqmtrV26dGlPbXyLgQQiUTh8oKeB6zBDEJxsC5qxaur0MyYdo0/cs48eGjF061l/emj/m68789qLEa2B76Oh3srk4k2NnPsuY0Y4rAHii5aXiEVigGA+h+eHzAh0I6zDCMVKUgrBdcjwafjIbSC0QjbXu3fvdLLD6FPvgzjIjEUMA7oRLilQIgWpi03oJFyfRcyQDgHPGzt8SG/AbWuDyxAJQxMadL1iuz28WMem8o2LEAARyfKYUm9CCJmoIgs8Bsrs8Z7w1FNPtSzLNE255tncuXNd1w3Wb/pOQADzwTXDYu/84d7OvqGiZ6fWrIamw7L1hnpwB1EDY8d2/OURhATqaoGQ7/gmEO/VyH3fMEM15tphGtbrpThxaAiHQlooBKELzxekwTS0EBxPRMJ6KGoSYfTIEeBi8dx547YbDUKqrc2A0EK68Dw9FvY8Ho4a0KCJ8poyJbqtw5AZ0gDf80Ikdth663FbbdWHa+AEIXTDMKCDYGglWxSbhw6/DceMYRjSIpVuEl3XZU3RlStXApCVf13XjcfjrusGBZipnKXWZYOyaKR8LBMvgsfygawVK0vfptPpn/zkJzJ/6uyzz/5uKRDSwOMwEKmv2eecHx171RWnX3n5wGFDoMHyGMwQ6mpgAK7tGYBO0AiabsZi0A1A080QQRfQxRe2Ew3QhKFpWsXQTQ+bZsQwDQgfkbAuAE+gUChsu83ICES+tRWCjxy2FWULiVUrjJCux0KM+ZGoIZfTIx2kgQM+sGmOEx0ggZBpAtr3thk5tn9/ra0DzIcQGkqjRghoBAMwNlyZ+tvkGxeh4ziaphmGwRhrbGyUpumgQYOi0eicOXPy+XxNTc0xxxzz9NNPy9qyQV1nTdNM0zQMQy4NKQNEAYRCIelrBSBTJeSvRKNR6f9samqSEx5vv/32SSedJLM/n3rqqZ/85CfyLvAdQgPiMehijVdE7wYwhpDhmyF4zphJhz704P0QOhi9/9zfJ55wLDRDeBwlp4Velt8GNlvxUAfJtl1qTQQA8jL6gKGjqa62MRKtARKrVsApDm2sbxTILF4uOOM6hSJmUFObAQzwoX8do0iHHPAJRMK9dCOSzcNyIbgOKg0Exaa5Xr8pvnFzNBaL5XI5md5u27bsi4YOHeo4jlyNfebMmf/4xz/+8Y9/bLPNNscee+yPfvSjQYMGyWWZpZkq1wyUa7/IZfrkUrUAPM+TCbu9e/cG0KtXLxnOW1dX98wzz/z85z/v6OgYNWrU7NmzNU2TFb6/U5CmC4OMqNFnzx0xoJGEpcVqxnx/D9RE8f2ddmub+Nxt93V2du68w079Dp2IvKPX14E0oenr3527Pi/r0Cj3LqVBoLZO4xbww9AhBDSMq+3VWUh5q1ftOHSwP3cpW7a6uHM63Ku3DjiOG43FUO4A5WaxSbYiI0RL7lWBWLRfNKIn08hkMTAmd6hk4Yryb2wOfNMTkUGcSlAYizE2a9YsAL169XrnnXfa2tr++c9/7rrrrtIrE4vFzjzzzNdff12mkwZBp10KS3bJnJChNtKaTaVSP/rRjwCEQiG5hJAMx9mU4r9bOD6RRb5LLJ/qJN8jr0C+Rc3NlMvTkkVUzFNHJ+UKVChQvkD5AjkeCb5+fYANh9/J6W+PEXeJ+8FrnByXMyKbuE8eMYdS6V/vO/EnQ7YuvPXazF9dd+vY3RIPPkZupkiOoHL8ClGBKFMKSOZEnDjv1pS9T5ThJJdTp0KaOtf844jDn91qLL32H7LTPjnklVN81ub+VJ9v3ByNx+OJRAKALJtl2/bHH3/8y1/+EoAQYuLEiaeeeqrruu++++6rr7561lln2bb92GOPHXTQQYcffvhjjz0mR3qyJ5Rhu3KzMgwV5WAAucCgruvNzc277777lClT+vTp88gjjzz22GPFYjEajfq+X19fL5c0+k5B0BlMaurjGgaEDmFiQF/EQxg0FMJAXR0MAxwwIwhF4Hqyz9PX/dPWXQS7PI8gSk/K8HUW4RIANAgDAr4L7k/43o47DhjE2lp2Gzx0B4rWrklAIxcW4EOIoBOUpqKO0uCtmwcL6PABEIfwAb5V78YQY2hvB0TJYNbW/m0mBum3sSxwnz59PM+T8Sv333//hAkTPvnkk9133/3QQw81TfP1118/+uijd9hhhw8++ODRRx+1LOuqq66qra19++23f/rTn2633XZXXnllZ2enZVnhcFjKSZYbCofDcnE1znlDQ4Ou69OmTRs2bNiyZcsmTJjw0UcfHXLIIQBqampc1zVNU9d1Oar87qADJjQCco5F0AWFoIUYEekmTAMhE6GQzT3Ea2Ca0HTU1dB6JuBX2IQEkFY5wye/EA6bgODwAAYIQBs3aCszl3Pb2+pj8fDq9sScT8E5wfeZC8cFF1KE0vtqQC/N+nVHKFKzHIAup1T8AX37RHVC8xpo5KPiXqKVNL5Z6PCb7mqDnJdEInHMMccACIfDF198sRAim80mk8nHH398xx13BCDrup555plyqdTnnntujz32kBVNwuHw5MmTX3zxxS41Xm3blqWXU6nUpEmTZDWuiy66qFgsBmXCZGkTz/PWX5Hmu4AQRJzySZtKZbeomLekjWd5bsotytS09nwpx+ILYjbXS78qm6mciJPPiDOfuEPcISpHacrwT1agLFGGiglqaaH7H/nTViPW/Opqmvnq/PjYVTsfRYW2IiWJCuR4lONkUZGok6iU6mJzsjh1pyaJS5QkyhAReWQlKLHUvemGtwaPdi+6irxElpxSVConv5QYyzeD+G2CzJQv7cq6hr9Yb2zgd0lcCgJ5/bVJTT5xVsq+Z+Qzch3K5ZZ98MGQ3k11sXBDQ92jf53qEzHuywD8Qi5Pgt5+++0DD5qgm4aMXNtzzz2ffvppy7I+/vjjM888M4i2+f73v//YY49Vrq1DRDNnzpQLHZum+dxzz1E5g7syS7jH107YUsjnHNni/IznEzm8NGYrMmYTFYmKRDZRlqjFtQsbJ0JRutQyW1RWGOJs3bRSz2c+MY8K5Ocon6Tly2n6jGmjd5hz1kn0+r/barZfOmwfSq7KUyvxAmULlSIsXd1NEmGCKEFEgpGVpuQaft/dr47aecU5vyAv4VCBPC7XphNE5cLo1R8WwibmEPPlrnSVE2WZLy9VWjB5tXLcZsSJqJDLEyfyBBUE2UQ5QTaRz3K8mCPPJofIIitPzc2f3n77OGAgcMAeOyxbucAiV65Z5HLBHZ98WS7eTxcyq9vW/ORnP5WF62pra4cNG3brrbcmk8lVq1Zde+219fX1oVBI1/UpU6bIDtayrLvuuktKdOLEiQsWLJApnt9ZyX0xQXZ1hUjWv8Oy7qQulHMnOSPGiAm59YosBUHkE8/nkuQVKZ+ljgT99+MHx2z//nGH0/uzC713/qh+LC1fQKKT3BzZTC6vkCPqCMq3e5wc3i2NMCqVpSafqOBSKk+fLPj07Avp2VfITlBhDbW2UjYvignX7iS7QJ1JWQypuugCwSRN13E2AaZpSNNZ1wAIj9s615jrCSFC0Zivg0Iawhp8Do0AAd+r1Q3NyyLTgWwRHanZv7/9lb9OO2K3nc49/fjX3541aMgggl7gNgEGNE3T5EhC07R4TayxV8P999+bSqXuu+++fv36tbS0XHHFFSNHjrz11luPOeaYZDJ5++23H3jggT/84Q9lGaLJkydfeOGF/fr1u+666x599NFtt902FotZlhUEyimAcgyKXh4QaYAmx13r/JmAudGzAvJjojSpQJXz4LIJCQFAr62tL03AE6EmxiPh5QsXw6doY12kvgapDEiHZlbOnVM5BBS6/gVhcl+1VyZgAB2dndB0iBDaMtqg/q+98eq///wwNBOGMfOO32thLRwy0dox75V/YTNoKroObR3nTDBs5UDpkCgMxKHHIOqNSI0WiZlRTdeLEM2e1czdYghWlCMuEGKAp3G3lutREcW/5zxz8g9fePrvdf0HXH/L766/8y4YYcdjOvS4ETOkp0rTgpuADj0cisoImHPOOWf27Nn/+c9/TjrppEwmc++99x544IFHH330Vltt9corr1iWtWLFih122OHpp58eNmzYPffc83//938DBw7s7Ow0DCMej/fsWu2KL0HrIpOy45EJKj2VPpKQiabGUCymwQBjxrBBSzMJJFPgOgAwV94mKoPj8AWzlV+BDoAJTqJmQG8YPuZ8/Pa0J8YdfcjB118+pLbunTvuQ2trsr0FjCNbhO1+/O5/NwfPjB64oSGnK8onUTfLQXzcC4GZgrmpDBiH4yPPhI9YKNQUjtcZEQ5RNLxOnrNQgAnYDMvbU3c8+Nkf/5xZvvLgww7/2a231u64I+obXcutidRnCjlD/oi8QgRwLqgUfRYJR3zfD4fDvXr1Gjt27FNPPTV37tzzzjtPFjA/4YQTBg8evN9+++21114rVqw44ogjXnnllZNOOknO3ctZkGKxGIwhFd8oXTuqCkWapuZxVnrRNGHoCOlmfZ1laCikaVgfMaxfMptFNgffQ00UOkiT7lxEgAg2JW5NA+IhPZPutMELTka0dozfdVeMGAyDjzr8SK+1E0TFdBrLV8FhaG6vN0IQ1VehbkA3oGuoUKAOaBCALzyNvKihayQgRDQehy+g6TAM33EiQD3n4VzayyaimuGHwp4BcIYFy/D4c8/f9IeF8z459bzJ+/76RjQ1IV4DPWRGY4Deq7ZR+KQHySS6DoBz7pMvIADI1ZIByDUPtttuuzvvvLNQKEybNm3QoEHZbHbOnDmWZV199dVTp04dM2YMANl/xuNxVORGKb4FunZXFTp0feYLgqbD5+AcoG123SmhCYS4s/2QPhO/XzCA+kbEwqSVrOUIUAvEOTQX8AC/u1OFophO9+3Vi0HUNNQtmDsXvfvAJJgaivbK+QvR0Ohm8q///dn/TH1s/qw3Y9UXIACYpdidyr3RQAATnq4R933DNOELCAFBSKUQb0A8FjFNp6Ul2tA3psdjhg/OTd2KaRraOv58+eXavJW7T9hrx9OOw2EHQxeoa4KpQ5Aeidi+Xyy4vRrrNLb252AYIT0EkAAs26qJ1wKQa2XJaDXDMCKRyMSJE5ubmy+77LIlS5YcdNBBF1xwAYB8Pl9XVxcKhZLJZF1dXTgcrqurkxP33+Z5/C6jSdlpojSy0UBaOUdBNwAOA3AZotHxJ54w/vRTsGqZOXzQXrvsoO20B/J2p51oGjzU0CBKM4Tlu7O2vrH71dQ01vmgArJAzZAx26z8eM6wg8chHEZ9fagmDk6jth5x4M8vAAHzVq7661M9eyo2jfViR7WSFWDqpgYh4EEI5LNgHB577IEHz7zyEpg6WhOv/uXxo867EB98uOzTeZ9+8lG4Jjx6zKiRJx0zYtfv+buM2/Gcs7FVX1gOGnrDCHHX1WOxbMGura2JNIatnFMXj3YxNjRoGhCPxfP5vKZptbW1AGRNRF3XE4lE//79Pc+77bbbGGOhUKijo6Nfv351dXXZbLaurk6GjzqOo+u6XM/gWzqF3226mqPl/wQYhlG6wpEIBKAbGLr1gv/71chhg7Wxw198+dUdF7QMOemUvv0aLccNR80geSIeKvmINiW5V4NPfj+tQYOoO/TA9z6ebbz131BjzcvPPnv46achEm9PZmCYAMD9ur59N4dkJrOLEgJPadbKN8bjpqYDApEYwoQImpcuRtQAdwDyl61AvrjoXzNH77LziFNOBok3fnvjyPb0Qeeej/ooGmLQGerqwQimaYTMvO3U1tZ4TEQMva42Wrrv+SRzyEjTSBMEkS8U6+saABSLxVgsJhWFcs1C0zQ9zwuHw67r9uvXT+5rLBaTyU2e58meU1mk3w6aHEvIbk825nIDMoCwGQaIcR7SDJgGbAcrVml6KHTk0RhcP2nP7z923tVnHnm8X8zGhw70Sxss94RaydtqdEclBN1mbjgUAXwIA401B99w3cq3Zrl59+zLL0Of/sh4J5x1NgwTGrDD98ba3rcSM/YVfEEWhfQR18RrPN+NmSZ8H4aBdAbRWt1ylz/3j96RWO7zFcNIAxcLP/tk9BXnI8Lh2juceez7b725x2mnwwwjU0T/Rg+GEY7IbUZiUQCRkG5UZpGYGjQDOjRN6NA0GHW1pfWQpZcFFXUxNE3TNE0mClZmBspXAEgFokdr1Sg2goqzXWFAMs81wmHTMIXH9FAYTCxra+mz7Sg01SKmo6Y23rcPmlvNsUNRFlvJHyMdOjpMo3uzFAIwQjEAURGGAOImIpFhE4+AJhATANAQiey3H8Jym3rT/vvAqH5T2dAe6Dr0kBkGANuBEKiphYZwNNJYX1cXiwzebqxTKEATFnnQBQRDfd2SlWsoFi+FAjf0IUQsJnzo/jpxvWW0SqNflF/rvltaUW26WKRUflGHvH3qRBp0DdFI08CBy1vbYIa9tg5oejqXx9Zbg9Na74sodYOBg7C7lG7vHCD4po6ICdOAEYIRghlCNIRoCGYIRgiRECIGNoP7tY51x77B4QsITT7UTegh6CH4lGJO0967aTuNwS7bd+o+YPXdaVu0tkKLopPVthR333Uv1MSyET8d0YiHGo2ayqSttYULtHVPtLxW0DfptCuqSfm+WYoGCEyc8ku6JhPzSYNpNg0eumLxchT8cJ8hq9/5oD5WC48jFEPRKc3760AIFIEfgWXC0sG72SBKrYkAwAccAGEdIR2a6cH0QqYfNqGZpJmeobuGvn7A+rfPhkvZcSLDAASiMfDSyG3YuHGoqUUkhBTrjJhoqp9wwS9+c9HFRxx4SH5lwiWMGzIEpq6ZNXp5klbT12pNDyI2yv9p7UMlvy2bdf3rAKALaARIDw1pmq6joeHESy959e47l5ruNuPGnXzb75DJQ4QQj1KQwYS15S2620npgFGRiyWdrNyEQaXdcyuaonTPG99OnaUvRRPEIO9n5dxC6V8uyYOEwTkEwfOhh9LLF2q94o0D+iNvIRxDvgiPobGxsHhJ7ehtAQ2mKRxPr4kLH7oBuVUBoUPX1qY06wQhoFMp5UzeL9dVpGJLgda5n0rk1eSeZ2g6QqaUFwEa9+G6AMHgVqEYr+0NoQOAqXshg4CIDHzb+PC5De0SQBq8ijz9CECABQCoAQDhQBdAZDPIsNd8YpDpW0DpjGilYjsSEwAHLAuRMADoJgyQJhKdnX3rG6HpsF1ETcfJh+rq8vlCQ12jJkwwAQIMHWGU6gCRAHRogqBXZorJ5DED61a8U2wpUGkcuLbWE6DJfo0LCAGzFHvFBTT4biYZa6yFrhN0CGgw4GswNNfQAUTk7HyovGV0c6qw3IR42TAWAJORNAAIvgZAmIDM8SXAgFn15qYx8gDNKEVol+NmAMsT4YgunxkEuAykQWjcEn4k5NfDByJAlICcjVgIYTigAlgY4Sh0blmxUA00DXpQR5kADRoRNL5WhLoUoYmKGnRVPyuKjWcdEQoEgw4fJXPSFwjp0MEAaKTDd5xcTTTOoTPo3PdqeAhAMRIGUCMAAW6CA2Gs7WY3GgEhoJGvaaUtAC50ABFAIxmRRaVdLPUKRtV9gToQrAihVx5wNKxrgM9hO64gIBxC2ETEMOpDkThsDgHYgCOASBS6yTlxCANhAhL5RDQeh05kFyt+a+3QLwhQ3aSgCMUWAHFeurQkZHymAWjQOLRwtIZDB3RLuKYZQ8hE2NSClqF3TdLvNlrpX9n3J9ZGhhMQuGLW/kyV0QRxlHxcXUdl65iHtM5Lvl4a4RkoDb6hgcsyHqXUGL3i+12nzsumQmkIvc5PKEVumXQdTHRp3GvHjSVHQLnz1GVYjfSCGuXh3NcohiawblMqP9YB0fUNrWvfUxU0os3gVqBQfIep/kylQvEdR4lQoagySoQKRZVRIlQoqowSoUJRZZQIFYoqo0SoUFQZJUKFosooESoUVUaJUKGoMkqECkWVUSJUKKqMEqFCUWWUCBWKKqNEqFBUGSVChaLKKBEqFFVGiVChqDJKhApFlVEiVCiqjBKhQlFllAgViiqjRKhQVBklQoWiyigRKhRVRolQoagySoQKRZVRIlQoqowSoUJRZZQIFYoqo0SoUFQZJUKFosooESoUVUaJUKGoMkqECkWVUSJUKKqMEqFCUWWUCBWKKqNEqFBUGSVChaLKKBEqFFVGiVChqDJKhApFlVEiVCiqjBKhQlFllAgViiqjRKhQVBklQoWiyigRKhRVRolQoagySoQKRZVRIlQoqowSoUJRZZQIFYoqo0SoUFQZJUKFosooESoUVUaJUKGoMkqECkWVUSJUKKqMEqFCUWWUCBWKKqNEqFBUGSVChaLKKBEqFFVGiVChqDJKhApFlVEiVCiqjBKhQlFllAgViiqjRKhQVBklQoWiyigRKhRVRolQoagySoQKRZVRIlQoqowSoUJRZZQIFYoqo0SoUFQZJUKFosooESoUVUaJUKGoMkqECkWVUSJUKKqMEqFCUWWUCBWKKqNEqFBUGSVChaLKKBEqFFVGiVChqDL/HxQHPl4sVKSoAAAAAElFTkSuQmCC
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCC[N+]1(C)[C@H]2C[C@H](OC(=O)[C@H](CO)c3ccccc3)C[C@@H]1[C@H]1O[C@@H]21 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: c1cc[n+]2c(c1)-c1cccc[n+]1CC2 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: OC[C@H]1O[C@@H]2O[C@@H]3[C@@H](CO)O[C@H](O[C@@H]4[C@@H](CO)O[C@H](O[C@@H]5[C@@H](CO)O[C@H](O[C@@H]6[C@@H](CO)O[C@H](O[C@@H]7[C@@H](CO)O[C@H](O[C@@H]8[C@@H](CO)O[C@H](O[C@H]1[C@H](O)[C@H]2O)[C@H](O)[C@H]8O)[C@H](O)[C@H]7O)[C@H](O)[C@H]6O)[C@H](O)[C@H]5O)[C@H](O)[C@H]4O)[C@H](O)[C@H]3O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(C)OC(=O)Nc1ccc2[nH]c(-c3cscn3)nc2c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COP(=S)(OC)Oc1c(Cl)cc(C)cc1Cl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCC(=O)OCOC(=O)C1=C(C)NC(C)=C(C(=O)OC)C1c1cccc(Cl)c1Cl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: NC(=O)NS(=O)(=O)c1ccc(N)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
Yes
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Oc1ccc(O)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Clc1nc2ccccc2nc1Cl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: c1ccc2c(c1)CCCC2C1=NCCN1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABgb0lEQVR4nO2deZwU1dX3T23dPd09+8rMsIMoIOIuYIhbNO5xS4wkGqOvcUNN3HfzPMR9jRqXaBI1Lo8xKrhGo3FFI26AoILAzDAw+0xvtde95/3jTF+KAXTAgW5m6vuZz9BUV9dUVdfvnnvPOfdcCREhICAgd8i5PoGAgKFOIMKAgBwTiDAgIMcEIgwIyDGBCAMCckwgwoCAHBOIMCAgxwQiDAjIMYEIAwJyTCDCgIAcE4gwICDHBCIMCMgxgQgDAnJMIMKAgBwTiDAgIMcEIgwIyDGBCAMCckwgwoCAHBOIMCAgxwQiDAjIMYEIAwJyTCDCgIAcE4gwICDHBCIMCMgxgQgDAnJMIMKAgBwTiDAgIMcEIgwIyDGBCAMCckwgwoCAHBOIMCAgxwQiDAjIMYEIAwJyTCDCgIAcE4gwICDHBCIMCMgxgQgDAnJMIMKAgBwTiDAgIMcEIgwIyDGBCAMCckwgwoCAHBOIMCAgxwQiDAjIMYEIAwJyTCDCgIAcE4gwICDHBCIM+F7our7R7ZZlAQDn3DRNsdG27W10WtsVEiLm+hwCBgOe53HOZVmWZRkRFUUBANoCAJlMJpPJ1NTU5Po085FAhAEDAGNMlmVJkhBRkiQAMAxD0zRN03RdNwyjsrISAFzX1TQt1yebdwQiDPi+CAXSf4UOU6lUUVGRf4uu67FYLIenmp8EY8KA74uiKKQxRHQcx/M8RBQKNAyDLGQ6nQ4UuFECSxgwMDDGAICGgkQikSgsLGxsbPz3v/+98847T5s2zbbtcDicu3PMUwJLGPC94JzTC8aYUGAmkwGAxYsX77///mPHjv3Nb36z//77n3LKKYECN0pgCQO+F8L/KaxcR0fH8uXLr7jiik8//TSdTkciEdd1GWMVFRV77rnnyy+/nOtTzjsCSxiwSTALABiGQRvFCwoASpKk6zoihsPhVCp1//33H3744TNmzFi0aBFjbObMmR9//PGaNWt+/etfS5L0yiuvjBgxYtGiRfRxz/PoUJlMBhE9z6M+LfgM7JAAAwJ8OI7jum6fjZxzRFy5cmUymUREXddpH/LBIGJDQ8OFF15YU1MjSVIsFistLb300ks7OzsRkcSGiB999NHuu+9eWFgIAHfffTd9sKury7IsREyn0/5zoKijbdtb+3rzgUCEARuBMUZ2CRE55yRCga7rjuPQWx988MGpp54aiUQAIBqN7rXXXvfccw9ZNkQ0DINe0BFSqdQ555wjy7Kqqsccc0xjYyMiOo5Df8jzvGQyKZoA2jgUCEQYsB599CawbXvt2rWkPUR0XffFF1+cOXNmKBSiLtVJJ5309ttvC9tI6LpumqZlWUKNmUxm3rx58XhcVdWampr58+fT0To6OmgHxpj4K0LMg5tAhAHr4bc/nueRfmjUR6xZs+b666+fNGkS5b7E4/Errrhi9erVmO3Kep6n63ofO2bbNlk8EvlXX3217777lpSUAMBdd91FvVxEpC6obdvCCG+DS845gQgDNoLneX1sGud81apV55xzDhkxRVEmTpx40003OY6TyWQMw+gjGGHNTNM0TdO/nSRt2/b5559POjzqqKNaWlqE1MmbunWvMJ8IRBjQF9d1hYQQsbW19fPPPz/mmGMoA6awsHDGjBmPPvooDd78XhwaRnLO6eOu6wplWpaVTCaFsIWpfO2116qqqgBgzJgxjz32GL0r+q7CQg5uAhEG9EUoJ5FIPP300wcffDCN+jRNmzVr1meffdZnf9d1hRSFCeWc0wvLsoT26Mji+LR9zZo1xxxzDAAUFxfPnj27ubkZER3HGSIKxECEgx5/v04IA7PdRc456cdxHAoVEA0NDTfeeOOOO+5I8qusrLzhhhsWLlxI74ox24bBjC3mlltuKS0tBYAZM2YsW7aMNorj07nROQ++nmogwsEP51wEFRDR8zx/UA59WdeMsc8+++zCCy8cNmwYyW/y5Mn33HOP4zjt7e0UtXNd17KsPjbt+2MYxrvvvrvDDjvE43FZlp955hk6uG3bNKSk33QVfkfRICAQ4SBH13Vh/RhjfjNi23YqlRIGcN68eUceeWQ0GiX5HXXUUS+//DIJz+9lEUfY0Hnz/eno6DjyyCPj8TgA/OIXv+jq6hKnitkhon+8OjgIRDhUoPg751wE4kTv7pZbbtlpp50o4K5p2sUXX7xixQr/SI/6n6Zp+s3pgItBDAL/9re/qapaVlY2duzYBQsWkBRt2xaGV3huBgeBCAc5hmFsdBBlmmYikbjwwguj0Si5Paurq2+44Yaenh6Rkmaapkgc8xs9x3EGXIHU26Q/bZpmU1PTbrvtRmd14403ir9O4ftBNiwMRDgkcF3XMAyKpHd0dCxduvT4448vLy8HgFAoNHny5D//+c8ioiBiDARtFM+9P4g3gGIQVpfGe7qud3d3X3755QBQWlp67LHHfv311/4dBhOBCAc5/lEfY+w///nPcccdR3meAPDjH/94wYIFYuc+HU4RbNB13bIsSojxO2P8UfjvT5+kbeqdPvHEE2PHjgWASZMmvf/++6lUCgedDgMRDglaWlpuueUWEXKoqKg455xzKBJgWRZZSJGoKTK2N0zd9rL0UeOAIOIlfQacX3zxxfHHHw8AkiTdddddiURiYP9uzglEOHgg+0DPsW3b9N+GhoZLL720rKyM5DdlypQ//vGPfUIU+YzwHl1xxRU0afiggw5au3Ytves3iUKcomfbJ+s1bwlEONhIp9P0FH766aeHHnooaS8ajR522GGPP/54e3s7ZmPf2xHd3d2I+Morr1BAv7S0dN68edRfpd/Uie3p6fHnfwvy3JsaiHDwsGbNGnpx8cUXU5JnJBJRVfU3v/nN559/vv3OSKDrIpOYSqVoTCtJ0iWXXEJio5ZFTIAkxDRFHNDMnq1BIMJBxZo1a4qLi0mBw4cPv+yyy2jIR2F613Vt287zJ7IP1J8Usw2pI/2nP/0pEokoijJp0qQVK1YgomVZfWY/ibFr/sczAhEOEshQXHTRRYqiqKp68sknU3Tbsix/55N6a7k7zS3BnzNAmuScL1y4kLymZWVlTzzxBO3gOI5pmn0SyvN/ZnBQ6GmQgIiU4ckY23XXXf/yl79Qyd1wOBwOh+npZIyFQiExF367gAwaNTGhUIgiK7quT5ky5b333jvrrLO6u7tPOumkk08+ua2tTVVV6oGToxUAFEXBvK8nGIhwkBAKhRKJhGmaBQUF1dXViKhpmizL9CyGQqGCggJJkujp3NRSSnmI0BUV+e7u7tZ1PR6Pu65bU1Nzyy23PP300xUVFY899thhhx22aNGiZDIJAKFQyHEcOkL+r34RiHCQ4DhOVVVVJBIxTfOkk06SJIkWJ9M0TZgFWjJJ07TtqBw9DWVlWababSLWomma67qxWOyEE0545ZVX9tprr08//XTatGlPP/10e3s7ABQUFNCeYpGMvCUQ4SBBlmXOOT1/dXV1ABCJRMgakPByfH5biqIodPIVFRUkJ9GCkA4ZY3vssce8efMuvvhi0zTPOOOMs846izJgAcA0zVAoJJohclCJg4vCp7klEOEgQVVV13VbWloAoKKigqpiq6qa6/PaWlD7oigKiaq6uvqyyy574403Kisrn3322enTp7/11lsAIEmS4ziyLFOJfkVRZFmmAlaQN/cnEOHgwXGchoYGTdNqa2vJaJAUByWkH7pAqgVeVlb2wx/+8OWXXz7yyCO/+uqrn/zkJ9dcc40kSeSIcl1XlAyncSbZxnwgWIti8NDR0VFVVVVWVtbV1QW+VQEHJZ7n+e0YZqcsU2rbZZddduuttzLGfvSjH91///21tbWRSIRCiGLVGsdxVFXNh3Yq92cQMCBwznt6egCgurqatkiS5B//DDJUVaVYPFkRsm/hcJjs2+9///tXXnllzJgxr7/++tixY++9917TNKlTSrO66CP5oEAIRDho4Jw3NDRIkjRq1CjRuxncy6qoqqppGo36xCQsTdN6enrC4TCtRTNhwgQAuOiiix544AG6LRS5gXy6OYEIBwmqqn711VckQrExT1r6rQFNZaTXFAUNhUKSJLmuW1JSQlkKiPjxxx9PnTo1Eok88sgjqVSK9qdCHpTMkLML8DFov6QhSHNzM+e8qqpKDAX96+YOMvy5B6LX7bqupmmMMUmSMplMWVlZPB4fNWoU5e5RVi2NDAGAQhe5vIYsgQgHD+3t7ZIkjRw5ErIRsDyJg209KAQq2hpN0xBRVVXLsqhkm2VZFFecOnUqWUJZlqmR8i8tnFsCEQ4SKFKPiDU1NZBNExnE3dFNQVaOHKfUKaUcvX333ZfqWYl9KL0hd2e6jiH3JQ1WEHHVqlUAMGbMGMjKb8iKkEyc53mSJLW3t8uyPHnyZACgpTKo+5o/8Zsh9yUNVhCxubkZAOrr6znn9ITlieNhW0IX7r/8tWvXcs5ramqo0DgFKuitPAnhBCIcJJimmclk4vF4LBYTvaw86W5tS6iTSRdOndK2tjZJkoYPHx4KhSiUT05UyJtGKhDhIGHt2rUAUF9fL7YIezjUEJ1wWZZbWlpM0ywtLRXl/Umf9DtPplYGIhwkLF++HABGjx4N2RERY2wIjglJXbIsk5VrbGwEgOHDh1NeGwCQnyavppXk15eEAAjAAND/fy7+7yFwBA7gAQBwgCHX29oka9asURSFpvMKF3yuTyoHiB44iZDCNuQxpraJGibKXwu6oxuBA7gAHkDG9CnSBWDgeQ6Cy8G1uWF7OgAHBuANOR0KaVEMUPj6GhsbOecjRoyQJIlyIykvZKghJjeRI7SxsRERR48eLXrm/umIedJdzy8RAkBnUmcA4QJwPUgnu0EG7gJ4oKpyxjZsD1U5rqoR2zFNHSAv7uE2hZpzzjm16CL3qqenBxEpe1vEoIegY0aSJOEalSQpkUiAL6k9P8k7ERYXxwCAeaCqECtWQc7IMYAwILBwKK6qEQ4AEA6FwmrUAI3n3xVsdWjOjhAh6XD16tWQDRKKOT550t3KCXRn1qxZAwBUly1vybNHGEHicM8f3737rtcYgixHAbjrGiCBwxQZwmsa4b4/fvTsMws4qlpI42D2jg+HEn63J02QkyRpxYoVAEBTKEifg3s+4bdAc+fJ9dLQ0ABZf1Xekl8iRIRkF9zwvy/c+8c3bB1cW3WciKZFGQNkKvPg60Vw+w1vPHT/h4keYKB5DPPtErYNZOto1STasnr16lAoVFlZ6ffHDE0RQrYLgIhNTU0AQI6ZvCXPnmAETYVEp5zqiaoyMAQlFEIJUAFZBeSADBJdccesiMcAqarkUPPM+KRFaVkAkEgkdF0vKysrKCgQA0IxOhqCUF9A1/W2tjZFUUSNtvwk70TIOBTEq7RQCSK4jCIUtsUNywObQTgCBdHSaKwcARwONqZF+GLo4O+L0nQeGhDW1NT4pwjk8hRzh38YnEwmU6lUaWkpTWLKW/JLhFwC04JwpNC2FccFymdwwAjJXigEahjkEGQMI5XRGQJIEJKGohdeQO294zhtbW0AUFpaKvQ5ZEXoxzAMz/OKioryZMrSpsgvEQIABVRNEyUJgAMHkEF2Ic0hBQrYDDw0yisrDRM4BxtVgLy+v1sDeqRc16X69pFIhPJCdt5550wmAwBUYsy27RyfaC6gZohSQ5cuXQoAU6ZMyfMmKS/qLvoJhSGtm6OH79zRBtWV4GbAheKisuJkBiSA7jYIh2oT3TwaBkUGWYrm+nxzAAUJ/eM9qvlbWlrqT4YcgjlrAmqnqOpcRUVFrk/nO8gzEUoQjgAzzW8aug+e+XV3+7JohLksoYQkm3lFxWM8c6xpjJG9GvCgsx2q8joGu7UgEYr0KwCgmYS1tbVU+53KAeZ5H2wrIa7dcZzVq1crijJ8+PA8d1DlmQgBMjpo8VB1QdU+e02wMrWVlXHbSZtO2uHM8Qq7WoucFQZHGyTIpxTcbYp/YjgpbeXKlQBQW1tLoQuRxCwSa4YOYj6hiNTTogD5TN6J0LLBdTtZfNWt9+5bWlqIHLhUpEaKPBkYg3f/DaeesqAz40ra2JI4MOZqypDTomjXxQuaxzRs2LA+24fgRAoxYVfTtLVr1zLGampq8twS5t03VFkBdXW17R0rikpBCoGnAUYAQqAzWwqBGgHdXBGLmyADSCCK2A0dOOeqqoqKt7Slo6NDVVWRIekPFebqPHOIyCgSljDP70OeWUKEpgawTU2RQwAAEkQKACTgAIXhsOuBZUJhvKyyYpjEgTMoLy3P9Rlva0RdBspWo3rSyWSyqKiosrKyT6raEBwWih64ZVmrV6/WNG348OG5PqnvIL8soYxQXgrIIBYqkgFkCTwXHJvMHigSoAOmrulpjhKwIZc0ug5RwcFxHMMwXNctLCykcrdiBxiSltB1Xbpq0zS7uro0TSsvz/eWOr9ECBIoAJ6VjshRmYFtQCQEBRp4NkjAAaG0EFQcLvFizwXXG3oZa1njFgqFqL2PxWKLFy8GgHHjxoHPZyPLMpWFz+nJ5gCqIoOIjY2N4XC4rq4u/+OleSfCaBySqRUu75JliBYCQKa7OxUOAYAtq5A2wbCbZdVWNSiIgc0yQ25Wrw9ERERaB4bae3+VsaGZOyri8p2dneSVIVnmM3k2JpQgZcFJpx4cD0V0hDBLReREWUVI99IhNeawSOUIadb/qxtRP8JwoCDcXaCkACoBtpvFnwcW8kCQ+4FGPlRbhUaGQ80vSlDYhiZYMsZoElOfddTyjbw7s6IiuOPOo8CBSAQUragztba8qKRAlRlIIUWaPAWuue7IeBQKYsDAHXLtvA9RY5umzI0YMcK/HYbkgBB8V93c3IyIdFvyvD3KMxEimAZcfOGShqXJXXcedvPdo0vjO3o2SCqgAo4DL/yDvTj3nd32rPr1/5tUXFItgSVBXlSt25YIFyj9bmhokGVZ1PwVvVCacT/UpCgK4FPstLa21nGcPCltuCnyS4QcIByG+e8vSawuWvRR45RdRp58ipxKQ7wYGADzYE2DMv/tpqpqKR4FiUF3F6uolIdgpRnCL8Lhw4eLuAVkhToEHTMCqkc+YsSIPM/ehrxzzAAAAHLFthUZ6x954Mt0NxSWgOGCLENYgXgEXLOQe8A9kBEqKoboaJCgOMSaNWuozppIKIUhHKIgxJz60aNH57kZhDwVocJclpr1yx98srD599foLoNoIaQNQIBwCGyLKYqiaeC5uT7RXENK6+np4ZyXl5dT9IIcM0OwzhohVoPr7OwEgJqaGioxmtOT+g7yToSOC6VlkWhRetavYOzI+ufnzX33PR0BIlHgMhguMCldXV3ZkwAtAiB7IA2tp43KaQKAZVmapq1atQoRx40bJ7x/NCbMqwrT2xLqfHLO165dK+bU57ljJu9OLqRBc1MTB72iBs44d1JKb/7zn17OJAEkYABaCCzHamntDmkAAIzlexx2wFEUpc9qJ5D3dTW3JbT+bmtrKwBUVlZShzzP0/fyS4QygsQhJJeElKiiwFEnwv4Hj31lbueTDwEiSCqABKpSiqwgVgDIQVFi+XYJ2wC/CGkmYZ6X9NuWUD4t3RaKnea/dyrvnmDXgOqyCtdKgwSVw2D2746rKt3hrlve+eZr4ACMQ7ggEokWcQTbHYJFngCynSt6tsj9kP9T5rYliqLQbamvr98uXFP5JUIJoSACttNlWq3xQgAF9p4Bx5+4/4q25fff+6FjgBICDxKmZ6UN8BjgdnCHBx5RdBQAWlpaZFkOuqMCSo4RQUIAoIJ0uT6vbyO/RAgSgASOla4oK3Jd4B5IMpx6hjx18phH//r2B2+BJAEH8FweikAoAhyHnC3sswpvU1OToiiBJRSQ3qgGpLCEgQg3D2SgaUpIi3oWWGkADqN2hNPP3l9ho/9yP6z8BmS5SAvFFBmQQVfHkOuRipX3xJhQZEgGQHbhwZUrV0qSJFL5hqx3tHf1QFwnE1r4zAX01q06iAAICIAIDAARFBUAcc3aZHEcQhqADEyCk34JM/aZ9tKL7y75BMCJyCCZBiyYD++9kWE2MAcYA4a9Cxvien80C27w0+9LyDf8C8K0tbVxzoPuqIAcM62trYqiUJ21/C+0s/kn920PMe/zg8D5ukU+GYAJoAO6wDkwSKzV6b10BlwAj4NuAwA4plNdMimZBIsDyDwUhlAIbrt1eARS77+5uFAt9ywjFoKrL3n71yc9e/C+C99+A1wLMgaYLqmcMwAG4DHSOtczKe66gMCs9cS/8etCcS10mK2rQ9d1N+wsbejQc11X7Om6Lvnc//nPf3Z0dEiSFIlERPBQHKHPPDr/MfM8eP19QERN01asWOF5Hi3GJPoOecv3aCG+7br4BnuQGBXAMKAGKLu6VVIdAxnaOtKRCHgOrFoJmgyAAJKpm90eh3gRAHR4YEky1A2Hyy89XIL2nszKgqgJCsya9cMpk6ct/bJz1onPn/jTBYkOUAHaOwBBztgWADBgHkcAORYrkjUNABSRwCSJs8rxOqOapsmyLMQDAIwxGslYlpVOp0XZItqTc46I99133/jx448//njP86LR6D777LNw4cK2trZIJOI4DgBIkkTz6Ci4T2uJimySQRzKlyQpk8nYtl1YWEjr1Iv7mbcMrJnuczRJApCBilO4AAAsBl4BoAoSaMVKV7IRJL28Og4y/Hc+Hnvow/feDokeqK7FYcMN0wUJXAlsAEdRIVYC5/wWJu+K4fAqh620PfjlafDUvPFnnr93vDj19r8X77v7U3Mu766IAXCIhiMOT6sKk2TFNEVjgOlMqrdUhgQgeb3dY1od2P81IV2LAiBt7WGzaZoAEIlEGGOmaQorh4iRSKSwsBARHcdhjGUymebm5quuumr48OFnn332N998M3369NmzZ0+YMKGlpWXGjBl//etfASAUCnmeRyuzO46jKArllKqqqqoqYyzPzcL3Z/Xq1bZt19XVkQjz3CsDkE013Ay472cjMESG6K774ZjdgughuogMkSNHK2V1Jw3HZvj00621VZfG5Rt+e2aLZeDc59sef6QjlUYbkzauMjBtITa1uLaD7/8H5/0TFy3J2BwNAy0LTQv/+xH+5uQVI8ueisGD++76+rP/h4aJNkMX0XDQRfQQOxPJZDrB6TQQEV1EAzGNmEbMIFqIrB9Xt7XwPI+qURCWZXmeZ5qmZVm05YMPPjjllFPoqZJleeLEiY899phpmojY3Nz8P//zPwAQjUanTZuWSCRoNfZMJkOfJeNJMMZI0tvu2rY5r7/+OgAccMAB9N/8v9gtFeEmYb4fF9FBNJC76CF6yFmvDG1kSc+yEE0bb72xJS7fVB3/05UXr0p2o2uj66Kho8vQxnYXm11kLqKLloto6GiZaDjoIE9k0EW0EE1E08Z3/o0H7fm5BE9Orlr+o90bl36CZgZtjl1mj42WjZaNLGnqHBF7P5dBTCL2ICYRM73NBM+BDqnHSK9N07RtG7PKcRzniSeemDlzJnWoCgsLZ82a9fLLL9PO1Fkl5s+fT4vUV1RUvPnmm6RDzKrOr/BBz6OPPgoAs2bNElct7kZ+svki/A7Y+j8WYhq5Q0bR42gjWujqiD0OZmz83Xlr60qfGF/94v9c5lom2h6m06jraOroITLs9rCHc/QQdafZxe50Gj2GHJnJkhwtBw0LdQvdtItdPWgl8eHbEeCpydVfFcEjN1xtdnagyVAnoSLqTChLWMIkYhrRyJUIk8kkvfA8T0hR1/VUKnXllVdSnyocDpeVlZ199tnLli2jHVpaWkir6XSac55IJDzPSyQShxxyCEnxjDPOsCzLbwNd1x0iUrzhhhsA4NJLL6VbhIh5fuEDLkIBidBBzCA36H9ZA+SmEJvb8fxz7bj0n/rCD++6BU0dbYbdaZMz5AzRQ84R0XWZ5xjIPbS9Do6dzEPO0bKMrkQLouEyx3DQxt6frgy3XMyk8MKzV42rfFWGRyfW/fvh+7AnibqHOqKF6PHe/nD29AxEI+fdUcZYKpWi1++///6VV16pqmosFotEIqNGjfrf//1f6pcahmGapr9/5Xke/ZfiFoh40003RSKRaDQ6Y8aML774orOzU+yc58/iQHHOOecAwD333IPbQ18Ut6YICTf7lLsc0UbUEVOICQePPeErgD+PGfbxP59E3UDLQ93hHrqW6ZFiPQddBz0H0SErZTDsQUQ945B+0plujuh6mDbQRTQxY+JaG7sMhqaF772Bvzy6PQpPFkqPHHPkh3PnYY+OposejVW9XtH5RrCIuKECt/pX6Hme6FW+//77xxxzDHk1JUn6wQ9+8MQTT9BbpmkKm4mI1MY7jkPiTCaTZPTomXvjjTfGjBkDADU1Na+99hpVW6G/1efF4IMx9rOf/QwAnnrqKUTs0x3ITwZehOTl6/0PR8/SEQ3LbXfRsBAzHn7yCR58QCPAY9P2/vBf/8GMh7qHSRtdRN3q/RSyrE68rAg5Irq99pX+4eTgofGm46LhomGjZaNDA8VkBh960N176ry48mBV0aNnnrZ65TK0UogWoo223msSe7rT9EddBy2zt8PKOc/qc7N1aBgGvdB1nYyPbduMMf/IhGIGiGiapmEYDz/88NSpUykJpry8/Be/+EVTU5MQpzB334nrurTn6tWrzz33XPK9nX766a2treLbQUTLssR3RBFI8XpzL3ZbQrEWei3OX9wlwzA455Zl7bHHHgCwaNEiEZ4hRxf6brtt2/lzsVsgQrap59KyLOHNQ0TbdnWd7hTzMGMhpkz8fCHO3Gs5wP/96ICvP/oMU4iNqQYLHRsxoyNnmPXlZDuNrFdk6/5LaiRBcuRoeZj20PDQ8XrfcGw0ut12E9F0cflyvHkOjh72NMANE8c8dNucxa2rEC1EB80MOhYix1TSSCYMYQY9j3PuIbqM21sgQr+jpQ+6rguD5jhOU1PTzTffvNNOO5Faqqurr7/++p6enlQqlclkxEH6I0LhzhF9zra2tldffZXm1E2YMGHhwoXUFvjPUzyIflnmFY7jbKgWUtSKFSvoeUulUrqui3cpia+xsZH+K7zEGx4kT3S4ZSJ01/e+ICIK+fFeS4KeixxRt1B30EbsTuM7/8YdR7wUh6cPOWDR519gBlHHniR+Y2K7i8x10XMQMYPYmY1tWNkBm9urwF4RZnqFiozjWo6rOWa8bATEzQ4RUw526WhyNF389HM84+QlxaGrR1Seceh+l7/9r9ZUJzIbkWFPt8E8RI6ei8mEzrPdVMYtRGdzRSjug67rfsdAMpn0dwIXL1587rnnRqNRWlFw0qRJDz/8cEdHx0aP6ffZbPJbyapL9FFp46effjp58mRJkkpKSu655x6yG9QQcM4zmUw6nc7/gRO1F14Wv3gYY7qu0xbG2KuvvlpUVAQAra2tdIGImE6nqXvium4eXu/mipBtSoS+Pphp272eRq/XX4K6g3Ofx5riv9QU/t+RB3+Q7EaT46qOVSlsdLE55a02XJ17mE5iVoQkgDRiF2InYnqdCJH1Bvd6TWIrx7UcDU7K5+gxdDkmM8Jhw7pNtDzsbMP5b+GPZ/7v/vucr8CO++/7i6+WtCNDQ3cRMZFI0Tkjx+x35JpWegssYSKR2FCKpCLO+XPPPfejH/2ITJ+madOnT58/f77/434p0sPXn4dmw3045yT7np6es88+mwo9/OIXv1izZg0idnV1iT2FyPNw+PQtp9TS0iL6ooyxefPm7bXXXpQmOmLEiF133XX16tXfcoT8keIWi9D1SRExe0mco+fx3k6diz1priMmHbz7DhxR/sqwkkdO+fm7losWx0TG9JBxcsF4JkeWdYhQBI/8lj2IrYhrEbsQmc8SWtmgwrqAJEeXdEghDQ8xbSUtZriIuo2Wg66HjoXdrXjHjfN2HHsgQJkMseuu+x/G3HSmhy7Etl3L9Bybf58vSFg88YhkMpmenp4//OEPkyZNKikpkSSpoKDg9NNP//LLL2l/XdepzymMJ8mvT2D920Wy0UC8aBwfeughmmk+fvx4v+zJsOStCP3dB7o/fUY9zc3NV1999ejRoyVJonV5zzzzTDGJ6cEHH6RbSsfx3xxxq3POFojQ3agIEVH0yzlD22LI0fWwsQ2vnmNp8Pf6ileuvrzdskgxiUSim8Z7yS5Ox7DcBEcDUfgnLcQkYjtiK2LPet3RXhvorFMmIqLLkWXF7JpOT9ps4+h4iLaNHiJHtG1EF10TVyzrOuvMC0pLS0GCiqrYfQ/cbtlJxm3668xD6qBuQaCis7NTjPromV62bNmdd95J8QYAqK+vv/7662nklkgkHMcRgxZxA+mF3w+B/XbPkGMsk8lsGCdcuXLljBkzqATgfffdJ6KO4u/myRhpQ6gv6t9imuayZct+85vfUH9ekqSJEyfeeuut5AxLp9MnnHBCLBaLx+OnnHJKQ0MDfYoWsRLH3NaXsQm2TITO+iIUPdLe9inRkyERNjXhebOxvOKDwtI/3X53t+5idwp59hg8hXYPot3r/GTYYTgd61LbRKwfk+tcNcwnRToN8tz0PmwGYhKxC7Ena07RMF3TtDkyRCeZ7LEMRIaOzRHd+R++vuseo2UNCuLwgx/u9vzcfyAicjQNTn+uq3PjY/r+wDn/5JNPTjzxRMoFVVX1hz/84aOPPkqS6+zsTCQStKdlWUK3tm2LgKGf7/Qi+I2DH7/3hR7Biy66iKY+/b//9/+oWBsimqbpOE5+hi76pBk0NzcvWLDg+OOPJ/lFIpH99tvvH//4h/CHiUbt5ptvLiws1DRtp512WrBggTB9YmCZJzocEMdMrw4dxyNHv6EzZLi2OXn6rx4ujv69ovTVJ/+BGQ/bk+giooc2ZWvqiDaig+ihazscuzkaPhFiNr/MWM8xs06EWR+prx1A7EHsROxCNGxHZ1l96kbSdlKITnYLS6baSeEP/fXW8TtWgwzRWOgXv/jFki++pr50KmlvmSVExGeeeWb33XePx+MAEI/Hjz322I8//lioSzxStm2LJ4NkQK9F3ynbyee2bfdHIZxz/xiSHjLqFZOnnrbPnTuXJuOPHj366aefpo2b8iLmD+3t7Y8++ui+++5LI+poNHraaactWbIEfbEH+i2CQ19//fXOO+8MAMXFxbfeeit9BfkzGiS2PE7IOXdd23GsdX58jsjRsRA9/OarnlNmXTJ+5OHTdrv2zdfQtdD10GPIGKZTzrqY+DpFYa/41guX+/1AG6azsA32JyttZW21/16vJ9bsFtrfQXSuuvqy6upKACgsLL7mmussa13TSx0Yer7pUfYHIfwPvW3bd9xxB01jI4fkb3/7W3KE5Btr1qw5/PDDAYBGp330T4igxVYaK5KVpoOLv0Un4G+eEHHVqlU33HDDjjvuKGI599xzD42o0Te66xOMRURS3XnnnUffyNFHH93d3U1viU54ny2i7dtmbGECt+fx7FDe4+ggMsuybIvZJqKHzQ3mDmN+AFD38+Mu/nqxTopIdvWG+yzTWz8UzvxHzhWu6zY3N++///7xeFzTtLq6uldeeUXXdbIe/kdTbCFo4zfffEPZUuSd22WXXR555JGenh7/R/INz/Puvfde6tHtueeey5cvpzEqvdvW1oa+B3QAcV1XBBXEmfh3EBowDGPBggXnn3++KB2wyy673HfffZzz7u5u2s3zvA1vb2dnJ42KEZG63C+++GJpaSkADB8+fP78+X6TKM6EvtBtn9y3JSL0XHRd0VSsn1bC8fV/zR9RNwWgfOrkQ9rX9Nok10Qz4zd6mG8ixGyD+n//93/jx4+nuXwHHHAAzdGmHYS3s7GxUXxVL7300lFHHVVYWEhP84EHHvjiiy/SeMO2bcdx8scL1wd6+N59991Ro0bR+OrDDz9ExJUrV/p3y2QyW2ms6LouTaFERMMwKC5Pf8t13eeee+74448XlcWPPvroV199tY+Ts4/vFDfR3tFXsGrVqv3224+8pjfffHN3dzfnnNToeZ5w2KDPpbxt2BIR9uZYIyIiY67HLESXc89xnBdfeLW6agRA/IhDf2Gk0NaRfpMN5Az1jG1ZFuWj5JsIk8mk+HZvvPFGscLr+eefT/IT4w3a56abbtphhx1KS0vpe/35z3++dOlSEqcIE2O+jrX6WPLDDz+8vr4eAM4555zu7m56ag3DGHD5UcNE9On10U3OZDJ//OMf99xzT2rXFEW56KKLVq5cKUZ9dGIkYHF6wnnjOM7atWvJ+pG8/bLUdf3666+nb/bggw8WzQ0JEhGTyeT2YQmzPVLPtm3G1kUs/vjHO6uqagC0k35+KjJMJ9DSET3k2Ym8XnaOm2ml802EdOt1XadglOd5qVTqvPPOi0ajsVhMluVHHnkEEbu7u1Op1B133DFq1CgKOQwbNuzaa69du3YtItIUB3/OSp5DQy+69rvvvrukpAQAdtttt1WrVjmO459VvPWgIE1bW1tPT89VV11VXFxMIqmurr777ru7u7tFd1Gcqh/qjortS5YsiUajZ599dmdnJzWX4i2h0nfeeae4uDgWi9XW1r7wwgviULZtb43u93ey2SLk2UhdtpflIrrJVOeNN80pKy8CgN/97iLkqGc84QphLjIPHZtnO7GuzyOSRyLsY+jIz/nhhx/uvvvusViMkstmzZolSnftt99+Tz311EYjCrh+4EEMDvMHzrnodFGH0/O8ZcuW7b777tS43HzzzfTugBtDimRSfgIiplKpFStWnHzyyeXl5eQ+2XXXXf/+9797nkedCOrYb+poIjkbEW3bfuqppwoLC0OhEKXLiu3ocy8ZhtHe3n7cccfR93jppZeKQKK4IQN7yd/OZovQsTmFs7Ptk/vJp//93znXgASqBrfdfpMQVXtbN+25biKta9uObtkZw0zmmwgR0TAM27b9OdAkHsdxnn/++REjRmiaRn2ko48++p133hGZX2RPRH6jeLwQMZPJ5GdidJ/BFVkA0zS7u7tp+kUkEjnuuOPIPTOAOiTfsnj9yiuvHHrooRRvAIDjjjtu4cKFG82D9XeeaQBJW/yeW2pAP/zww7333hsAYrHY/fffT20N/V1/nnc6nf7rX/9KiaYHHHDAO++8g4g0Q3qgLrafbKElZKzXuLe2rr3wovNBgqLigieefITyLW2797Hz327Pc9a3gU4edkcJaqr9QQjbtt977z1y6Hd1dYm3NsztFJLzu0bzUIfU2GcyGfFc+pX27LPPUiBxt912e/311wf8r7e0tNxyyy0i5FBRUXHBBResWLECEakdxI15R6hg3IZHE9EjsSWdTl900UV08J/97Gc0WBBfsfCsGoYxf/78XXfdFQDq6uruu+8+2mEb+9K+TYT+R4caJNt2RYgCEZPJ5D777AUS1NVXL/7i055Ee59kGte1fQG6DRWYRyKkgDhmn0XxBNA3R958RVFOP/30/HS0DCDU6LS2tpI9qaysvOKKK4Tno0/MUEzPE3esT1DHnybmeV5jY+M555xDoz5N0yZPnnz77bcP7MhTzKh4+OGHR44cSWGJl19+2Z85hNn4vud5ra2ts2fPpsSmE044QRzBv3P2+d8q4vwOS0huBmosaQScTKaRYzqtt7S07bTTTqoq77XXHu+9/1Yy1cW4RXPwHJeyq12+TmyuT4R9sk+z5Dp5WGRsoi+/hB4mz/POPPNMALjrrrvyMMt5AKGRMEUOGGPXX389+X6POOIIsidU1RMRN5WEQO4TcmCKjYyxN99887TTTqOSp+Fw+Jhjjnnuuee2xmjZMAzRUC5evPjEE08k/9mll14qmpI+jl/O+V/+8peqqipVVauqqpYsWSIS6DHba9h6cYtNinDDOWy+jlaysXF1WVmFLMsTJoxftWqFP7XFsgzHoZItjLENE9w2Mg0qf+ju7r7tttvIY0YtJd0Ey7ImT54MAB9//DHmU+7v1oC+aPH71VdfpeWNxo0b9/jjj/fZ2T9F3TAMv00TR/jb3/42Y8YMUXH417/+9UcffeTv/w9guyaMlTiTL7/88s4776TMtf3331+EJUSPVChtyZIlM2fOpMjkgw8+SNqjWCIpcCv5Tr/NEvqdTslkUgweXnnlX2VlFZoW3mOPPbD3XtPDyhijLihms0kt8Xpjv/MIuro33ngjEokcf/zx4huiF7S2QTQapS8jPxOdBwpy6pKESGArV6484YQTSEIXXHBBn2RU4TLxZzVYltXd3T1nzpy6ujqypXV1dXPmzBFNuT9nbQDvpxBhOp32DxzefvvtcePG0VRDUbmHfDDiwXYcp6en57LLLqOu6bHHHtvT0yMGKVtvoPhtIhSVBWgSF7146KGHYrGYoihHHHEE7abrJufctjcy93T7elhd16VqeWeffbawgXQH3n77bQDYZ599MP/SfwcW+sosy6LmxrZtcgInEom77rpLVVVJkqZOnfrFF1+Ij4iuHf3Wdf3LL78866yzKK5TXFw8derU++67j+6krut+u+cPwQ8U/gEqZqdrIuKyZct++tOf0oyWc8891/8RESVGRNM0X3jhhdra2nA4HI/HX3vtNdrHdd2tFDXdpAjJ5+7PVO7u7r711lvpts6ePVvEx9LpdW5fGtd5bq/npi/c9zv/ME3zpz/9qSzLTz75JK6fWDhnzhwAuPzyy3HIFA5E36hPBGM++OCD2traqqqqqqqqhx9+uE8j6zjOm2++ecwxx5DNLCwsPPTQQ59//nl6129JqN6HP2CwNSB3Bn1fVJDOsqy//e1vdHo/+MEPFi1aJBqFlpYW8UHP85YvX07GX5IkUcJ0K7kDNilC0T6R29C27eOPP57O/uabb8xO3Oqdg6tnbP8UB858k2K//Wf9v5nbbmo6nR43blw4HF68ePG6c2IMEQ844AAAePnllwe3GcSs+83vGKfOpz/vZObMmQBQVFR02mmnUTGOzs7Ou+++e8qUKfSE1NTU/P73vxe3UUwy2uisSOGXHhAcx9lQKvRHxUV99tlnY8eO1TStsrLy4Ycfxqw7iirQYDao2N7efuedd0aj0VAodNhhh1EEZWvwHd5Rf1tVVlYWDofPPfdsXV+XSGkYlmU5NI3Qdfpqj2+GAnGbiJBlfbbMb5U5MsbthqYVIEFt/TC+wddYVVUjy+ry5SvoDYumBvdxL+Wrhd8s/GklG2pDJFjfeOONlOO25557HnzwwaJg3M4773zXXXf19PT0me1FL0QBSP/82gE3L4wxy7L6qF3EHukc2tvbf/WrX1FA/5hjjhFV23B9r1smk3n11Vfp6saNG/fMM88M7KkS3+2YEfdrt912o1Pxd0L8FWm3B1yOaQ+THC1qLrK/HY7GA3+9Sw7BYT85mPJ8PK+3EVm86EsAbdTI8SJp1jdxkeYuZudG5jrpZxtA5T0R8YMPPthjjz2oWAYAHHLIIY8++ijiemUXhRRJGDk87Q29pq2trfPmzaNMnQkTJrz33nuYbRREQXTK6U8mkxTnAIALL7yQwirCaecff4p8IMZY/+PJ3yZC4f6ikNHzzz9Pg1py1Ap3rX9ZkrynV4QeWlRHJvvjemic89vTQINr5lzmoE1Fuh0HmYfPPfsCgHbE4ceQnWeMbVKEbNCKkCYB9tn41VdfAcDkyZNff/11ITy/zRGFJLaGxdsC+sz67ezs/Pzzz6dNmxaNRqPR6C233IK4rrSPkCsVrbn//vuLiopkWZ4yZcpnn32GPvcVfUR0dzs7O0mK/dTht4mQIvX0mk7okEMOAYA5c+Zst84JxtHl6GR/XH/veOpuO4MC785/3XTSHmeco2mi6+DFF18MIN95xz1UOIdznp2Kta5G/6b72IMH8tXRA0eTG0iE48ePF3ZGFOQXkE3IkweGgiKU5iY2Wpb161//mlIIDjvsMFIOXZHII6WLevPNN0eOHFlYWFheXn7//feLI4j+oD/b0Z/s+u18R4hCnA2d9FtvvRUOh4cNG9be3k470Lh8ewpec1KKy9FCtDi6NHbVM144Eo/GtES61XHTtN1zkXO+zz57AcCnn35O9VSzjt/1S2/gIBehqHYj5GSa5mOPPVZcXHzIIYfg+p5D27bT6bR/FhKxtd2h3444Q5rt6e8eW5b12muv0dT7WCy2YMEC3ERfb/Xq1bNmzVJVtaCg4KSTThIZP2KhAZoNh5sTn9ukCIVRFkaWWoVJkyYBwBNPPNHH49zPv5djuFgKhmWXRrOoJ/n5x8sBCibtNJHx3nWaLMNERMNMxQvDsgK63lu52XG2p+DnQCH04392H3roIQA49dRT0Zen7ves+jPdc9sd3ajXlBDu346Ojt13352KDPz+97+nd4UU/bMWH3jggUgkEolExowZQ+UIELGnp8e/eFb/z22Ta0FLkiRJkmVZkUjEMAwKDwLA+eefDwB//OMfGWO0p2EY29Ma6AjAAXovnNasBwB47735EijTp8/kvRs44xaA++WXSzMZe9KkHaPRCE0klCQJENb99ML9Rxt8iPXfFUVxXdcwDF3XV65cqSjKmDFjTNMMh8OUlk3TEROJBABIkkQZmGQWcnj+lGYAADQ6pY3kdInH45ZlKYpSUVExf/78K664oqCgYM6cOdOmTVuyZElpaSmtPa6qqj/zbtGiRWPHjm1paZk5cybleEQiEUp5KygoiEQi1Gvoz7l9x4LsdN5iGqvjOCeffPLo0aM//PDDjz/+mC5GvLt9QAvWAwDIvZcveSDBf956DQAPPOBgwBCACsAKYgBgv/nmvwFgv/32AwAAjshUVV7vcVr3mmUlPjih0AI9i9FoNBKJrF27VpKk4cOHU54XSS6ZTM6ZM+foo4+msKqmaaFQKBQKkXsmVydPTzJBzy0iMsYKCwsZY5FIRJZl27ZDodCpp5769ttv19XVffjhh8cff/zcuXMLCgqoYwgApmkCgKqqI0eO/OKLL4466qhwOHzdddcde+yxzc3NiqJYlpVKpQBAlmXhOv4ONmUiRY9WdD9ofidj7IorrlBVlSZ9YD6VE/9u1vNhiqKmFiLbcYdJEoSXLmqgqIXnpRC7PN72sxOPlWV46OH7aYIIVen23A3doSzrLB2c0Xz/XD6aIeE4zqGHHirLsli+W7gxjjzySACgiqainmrOxyybSrTwz6igp92yrNbW1qOOOgoAFEU5//zz6dJEsIB2pgHhs88+W1FRAQC77LILLYqIvmXP+8OW1B1tb2+XZbmwsHDp0qXbk0sGERFd20GOnkPiYbaVRjS6utZIADVVddxB16TFoRwqIjxmzCgA7fPPP0dkiI7HTBRFUIUIOQ56EYpMWv+YcPz48QCwatUqkdVFzwNNk/3ss8+o70cDpJyLcHNJpVKPPvoodfQOPPDATz75ZFPRvxUrVuy1114AUF5e/vOf/5zuxqbqnmzI5s+s51zXdRoZnnfeeZv1x/IA5noGouM5vVWDKej32usvSQAzf3BAr9uG0fyPVOPqpYoUH147yTQ4InK0XS+D6Lju+hXBe43hYBah8I6KZtc0zerq6kgk0tHR4S+/i4g0lXbVqlX+/Nvtq72mqENPT8+XX35J1ZyHDRv22GOPiR1SqZSY3kBbrr32WgAIhUKRSIT8q/00hltiCakiEABUVFSI8njbCS5HnaPBmEuqopyY8y+4GEC75NKrkCHVJc7oDiLOff5VgOpDDvhVbx+VWS5LIVp84wF6UTVnELJhX66lpUXTtJqaGqpfKLZnMpmCgoJYLCac9QTPLtW2vSAiE83NzSeeeGJVVRUAnHbaaRSfI/wWyLKsJ598EgAqKyt32GGH/s9X3hKfCud8/Pjxhx56aGdn57333hsKhSzL2oLj5AIZQOEAkoy25yIA44AM5r//DUDRnnvNZAAeAMqgahp68MlHLcXhkbvv+gPk4DqgyJosy45nSL2+UB8Ifp/P4EOWZeFWIRdFV1eX67olJSWaplGfDREBoLu72zTN4uLiaDQqXOie50mShDl1kG4u4XCY2pe6urrHH3/8mmuuGTZs2MMPP7z77rsvXLgQANLpNBX+ymQyhmHIsnziiSe++OKLHR0dDQ0NJSUl/XREbaEIEfHMM8/UNI2WGSKvdP6DIHMIc1A5eB7a9IAYGejpiJcWTp6y874ggwcZDqAowF1Y+El61Ig9fviDIyQEzgBAlgE4ugDueiLsfbTUdR7XwUgfCbW2tgJAZWUlAJB3lMTZ0tICAFS4XoiQPut3UeY5pmlqmoaIoVCou7ubBPbvf//7wAMPbG5unjp16i233FJQUICIjLF4PB6NRjVNo6TTeDweCoXIk9yfv7UlTwyFXA477LBRo0atXr36mWee2YKD5AoE8EBF4KAykIAjrG4EGYZPnXJwXX0BAlckz0WLA3R3wIqvHc+O77hDFXDgDCi8FNY0Dy0AtjGzN2gVCFkJcc5lWWaMNTU1SZI0atQosQMpbdWqVaqq+rfTR2C7imaRwMLhcDKZLCsrM02zvLx84sSJjz/++BlnnFFaWnrJJZfMnj1b7E8hQUVRbNs2TbO+vl7TtIGJE26I53liwb3TTjtNVdVHH300nU5v7nFyBgLnEgcmSS4H4AiffAyWXrLHbocrMnDgCLbDTURY8Q10t4VLi0eVlwIgyBJIEgCgBKhIUm90Xlp3WNieulpbgl9ClmU1NDRIkrTDDju4ruvfbdWqVQAwZswYRKRHRTwz25clpLMtLi5GREqj4ZxXVFTcf//9t9xyS01NTSgUSiaTdGmhUIjCg9RB2GOPPaip6s/f2mwRkoWlHILzzz9fkqQFCxYsWbJkc4+TGxA4gAQgA1eAyQCWCQsXd3b1ROpH72SYYHmWAhw95tjQ2Axpq2jXPXaJFYHtQjgCkgQcJNtjEmyQIbTdPF1bCCL6RUhJXpzz2tpa8ajRU9vR0cEYq6qq8jyPnhaRobIdIVQHADSaJXuuKIrneaeddtoHH3xw7bXXlpSUUPgeAGKxGBWjkGWZgjd0kO9ks0VIp0Xd5Ugkcs455zDG7rjjDrK8tm0DAPmF6MXmHn+rwiVACTwHVIAIKNyxohH474Imi5dPnRFSoxDiigrh4nCZJsOrbwEWVE7Zq95gEI5DxnQBQIYwc0MABQAagNzri5EGt1MGIDu6syyLpFhYWLhkyRJVVWtqaihFS5g7Kmc2atQoRJQkifJR6LHpYzPzH9HuSJIkXlPLMmrUqLKyMsgqjcy+oihLly6VZZlKJ/f3r2zBaRmGQcNCxtipp57qed4rr7xCepNlmXNeWlpKRawpLT3vkAA4AqghNdK6GhpXJ+PF1bXDQQlBJBQGCDNH5hyWLO0wXD5hcl20EEAGLUTNuarIEQANQF13tEEtP4IeQdGflCQpkUh4njds2DAAEEYPANra2gCAemuQHSjSb1LpoESSJGpo2tvbxW3pJ1voHaWvxDCMHXbY4cgjj0yn0zfeeCMAiMGooij5OQpnCJEwACiAIUD48itMdCV3GD+qvKJ3TIeODBxMA5YsXVRUFJo4sfe5Ecm75ATLzdnnDpIf/SaDRoMfisuLG0IOG1mWhWNG9EX7dGgHHxSQaGpqYoxRecV+siU3hZZiz2QyFCS55JJLCgsLH3zwQVrYKBKJWJYlSVI4HKbeaf4gA3iuJwOArNm6DAy+WroWEffZe6ys0L3gAAWKDI2rwEi3T5o0Ml6Y/awsU3Muy/J25GAYKPyp/BSY7urqKigooC4ZmUFEdF23vb2dgvgAwBijDyqKsj2ODDcLejzWrl0LAPX19f1vqbewZbJtm26urut77733+PHjTdOkSYYAoGkaNZb51/JxTXUBXI5yKBxBBp8sWMlcd+99gHEAMG3HkBRABvPftSSF7b33DhIATUUDAJoUB9uVl2+g8M+YkWWZvC/Dhw+nd6mbQKmVrusWFRWFQiHRZtE+21ekfgtQFCWTyZBx8icqfCebLRLKpg+Hw1TalcL0s2fPRsSbbrqJZp2REwmyDWQ+wTUZPLBsxwUJPA8+/qgBwJw0ERQVZDBljQOAbcF//vNZJOLusReAtK5rLYzhEBSh/8JVVV25ciUAjB07VjxqpNI1a9YAAC366zhO3o5KtgaKoqxevRoAaNWA/rPZNwgRhbQoOx4AfvWrX40ePfqrr7569913qYyHP48pr5CAcebImsoAGlbBmjV2bX3R8FGgAUjAZAkQQE/DkkVrwmF36lSQfe4EWZaFDocmovVZvnw5bDAgVBRlxYoVADBmzBjw6ZYGS4O+5ZIk6ZtvvpFlmW6Lqqr9fFS2ME6YSCQ45wUFBWKe8gUXXAAA11xzjSRJNACggMnmHn+rIgFIgGElrMihji5Ytgy4V7jjTlUFBaAAZJw0ALc9MEzo6WSRkFtfDzx7G8nhNOifpO/En5tWVlZGcTN6S5IkGhHRgFDcK9oh3x6GAQcRW1paFEWhVD6KFPTng1t4X0pKSuie0pRkADjppJOKi4vfeustqsBFXZEtO/hWhTEmg2JzLC6Dd98FSS7a76BJHgeOUByq4ICSAu+/C8yNHHTQXoAgLkLMkh6aOlQURTRDnPM1a9aEQiFyxAufTSaTWb16tYiSUbULyI5ZBv19Y4xRuacRI0ZQ72ArJnBvlIqKisMOO6ygoOC2227zPC8SifQzcW4boylhAJWhwhA++zyjqOGx44siBaAgSFCAEGEcvlgCHpMm7VSvqUMiBthPqLWlsUZbW5vrujT2E0Qikc7OTs75ZkXJBg3UEZAkqa6ujjqi/ay9NJA9hGuvvZZz/o9//KO5uZnSz3NYU2QTyAAqgso4pHX46NPPo4WhHSbIMnAVQQYNIOY6MH/+ckScNm1YNm4R0FviCbLdUUqL2WGHHSArTsdxVFWlxNHNipINGhRFWbZsGU3061Oc6dsZsGcsmUxOmDBh77331nX9ueeeoxmGeTcMQBltLnEppMHylZDI9NSPrqipBQUMWQaJAwDoJnzx5VcFhdqkSaBAYAnX4e9PNjc3Q9YN6BcniZA8E0MKMn0NDQ2MsREjRmxWXHTAREL9fqoBdc8991D17rwTIYAkaRICR/jgw2S0WJq86/BoDABcQPBsQAbNzZBMJ0aOriwqAuQgDV1X6HqIEb6iKKZpJpPJWCxGESkRjgefwyZ3Z5pLurq6JEmibM3+O9IHTCThcJgxdtBBB+24444rV6584YUXQqFQXg4LZUBgHrw//xPQzCm7xxAAgAGA5wIwWPBfW1Zx9z13lCUADCzhenieJ8uyCAb6nzNFUajYTHV1dT9nDwwykskklRSglDLod4huIC2VoiiSJNGMe1pONB+z5mXgDBwL2tp6XJ7abU/gHBAlAE+TATm8+cYCrUCeNqMQJMhL/24uEQNCABg1apRfhJIkUah6+PDhedgD2gY0NTW5rjts2DDKY+l/ruyA3Sxa/kKW5VNPPbW+vv7TTz9944036Gw2E76xnw3oWwB7M2AehDUoKkxHIisn7wyqDLJUBBIoKsgefPHJN2GVTZgAHgzuifKbh38yBM2TqKysJBGKWrodHR2QLXgxBKGMdqpBSnHyfn5wwJ4yVVXFl3HyySdHIpHbb7+dvjOqVAnZ4jTwbfETjsARGPT++HQoVEcbsN8/sP5vAAkxHoanH/tVa/MfChSwLUCuuQ4HGVpXQrrFKAnz4fUAGriDf7p8f/EP/GhOPVWRoar4ACDL8hdffKGqKlUlG2pIkkRtk99j3E8GTISu61Jxm1gsdtZZZ1mW9dZbbzU1NZHnWpKkZDLp92VvzrE3cZJCH9K3/sD6v2WQVVuR3NI4hCSQJQhHoDuFaljOmBAtgiuuOvGMMw6KxoFL0JlMD/LM/37jzx3t6OiQZXn48OF9omGdnZ2yLPcJHg4RPM+jjgBZQtgcHQ6YCEUkFwCqq6tPOOEEwzBuuummUChEkqOvChG/NXhI1cqEgOR1P35FrXvTA0kHSAFkADIAOoAOYALYAFQTzVvPkEocZNP20rZjewxSPWAZgBLESiwOVrgoWT6Kn3VF2QVXDg8XAuNQUly46VMdWlDnir7lVatWcc533HFHkY9GZR2ampo45xMmTBiC6bWI6A/PiPTp/jBgIpQkyXGcgoICx3F0Xf/9738fj8cfe+wxKlQMANFolOodRKPRb/WaygBq7w/KgPJ6PUKJg+SB5IJkg0Rio7fJYoldua/bygDoUx4AdwxeEC8PheLJBFx3+YcXnPneY3/7XIKCtMFlCS1YqbNmpsGTT39xzpl/f/P1nqH3OG0cGv6RJVy1ahUijhw5UkTDOOeKojQ3N3ueN3r06EGfobYhmqaRv8ofI93W3lHqjgKA53mxWGynnXaaOHGibdsPPPCAmG7vOI5/aLFRJASJrz/wAyEuDuAC2AB61vTZAGHAIsAigChAFKAAIAygASjZq+MArNcwooo8Bp7MEWwTnnms9e9/T9967crF/4VouAihSIPSsFoGCF8uTv3z8dUrlpbAkJtDv3H8jlAa/JSWlor5zfSbtov+2FCjqakJAGpra4UZ3Na5o5StyxgTic6XXHKJ67oUuA+FQoZhkPZs2/623G5p/Q6pv6YgyFlpqQgKgAIQAtSyDhu59wdlQBVQBSQpKlnrKgNAOAKOB4YFWhhkHFUm/6B77ch772pFB7q6ZZOFAaK2A+lMRMJx0ZA0eFc622xIael0OpVKxWIxf1o2ZXV3dnaqqpqnhYW2MojY3t4eCoWqq6s3t4bAQPrgbdumgj80v/64444bP358U1PT3LlzaQcaHH5r8NAFSAF0g5QCSQfJBslDCXp/EBBVhAKEOIcShDKE+EbW6/Rv4TJwFVAD1ADDAAAqyBEMF7gFhdBldjhcmrrL7vOe+/ydN6BAhZASRwBJAttWwqEKxgIN9iIKVbS0tDiOM3LkSP/iexSf6O7urq6uLikpydlZ5o6enp5EIhGLxcrLy+lG0dqM/fnsgImQcx4Oh+mLES3Bb37zGwC444470uk0pTghYjwe719Tsf6Cm1mNibhh7wthOelSNnSHSr4+rQQIpsMTCJDKgAzexJ1isy8Exp2Lf/eGnQHOIWODpAAHxXRM3djyGzLIoKaTzB0A1NbW+ietYnZZ6fLy8nA4POjLyWxIMpm0bTsSiYRCIVGqvJ+fHWDvKP15kbV04YUX0jJRixcvppTujZ4fZtegZEwGLAIsAygCiAMUAFIFIeASZCyHS5DWLQRwGEMAlztcYih5IHOUOMicSwwl5BKCDEhVfgE4AutVIOfggizbTAuHwYPkmu4lMw+Do346sWGF9ae7wLQgEgaUACSmhi0MpjJloeZVluWlS5dGIpHS0lKqPUvDHk3TqAA0VZ0ZghkzX331lSRJO+20E2Qvv/9xuK1+s6666irbtu+99176thKJRDqdVlXVsizHcVzXpdWzZFlWVVWRFfTWuTa5B4wBItWfh4KCEALEYxEAUBTFYh4DRHA4WC7oHpgMGILEJQlBYlntIQICAILHwDRkxCLJK1ZlyKQgGi2OFiOE4ZzfjRtWX3PLzU+2NYNjAXAoK61MpxMF0a19e7YbRF3Nrq4uRKRIPWRbVVr8XZKkoZy6Db7MdZFI1B+2ughPOumkeDw+d+5cSq0oKSkRq4SHQiFN00QtoN5VwXGdCGUZZLlXgaZlO56X0S0O0J20EUCRVU0OM2Au6A43GHgIEoKMAK4DyIA54BjgmYAOoA12CqwEfPQmvPcagAsSB8MoyKQwbcBOU+AnP51aEINzTn8uzCHRAZkUxmJVXh7mn+cIUSqmqanJ8zxaN1OSJFGJtLW1VZblESNGQF7WFtra0BxaUX6OFh7s52e3ejW0UaNGHXroof/4xz9uuummSy65hCRnWVYsFhMnKsJKiCCrvrkLMkjAOSADjETC0JscB4XRMHggI6QzEC+MSxBXEYCBx6G7C9paIdENzavTiR69ZW3nmuaO1taOjvaunp6UmXG4o8VK8G//uHzX3SGqlkbChYVFAAr87nLlowXxBfO/efRBmHUqyBDnXjCNaSM0NjYyxqiUE/i8o6tXr+acD8GZhAQlr9PlU8+u/5Zwq4tQkqQzzjjjX//616233nrdddcBQCaTicfjmF0Gfb1Yk+wCmAxNz3NkBVTQJNAYoO2okVCJa4Ntg5GB9rXQ2gKta6F1DTQsg0wS2tvSLa1ruro6bCejqKiFuKJykFzGTY+ZjNuygpoWi0ZLx+44pqzWCcdMhAJE29ItCcHmEC2D02dPXrGk8/67Pj7s8D3KS4s9ZiAPxoTroEEOTeetq6ujaBjnXJIkVVWbmpqovMpmJYsMGmh6l0iXoRlF/fzstqgLetBBB02cOPHDDz+84IIL7rzzTkVRLMuKRCIbRgs5clmSbdtuaV3d0rKmpa11bUtba0tXd4+9eFFjW5vX0sz32v3Qr5cmQ0pVa1umqnSyzOpdp8CxbQtNGbyS4pLa2rLyqlhpabi0sqC+Ll47HIYNg+paGFYD8ShwC0IxYAXQ2goIVirNGIOIBimn+ejjRr/+jPnkU1/effseHrmYQxu9oCEKSa69vV1RlKqqKv/Ku5IkkThHjhyZh1X2tgHCElKF6PwSYSaTCYfDhxxyyMcff3zXXXddc801ZWVluq5/9NFHiUSipaWlOUtLS0uiJ9O4skUC5OBwsFHyDVoRAEqAlyiaOay+YPJOu8hyyU4Td1Aiicra4rGjSupGQFkxyCEADh6CKgMoIANwKfsbgQMwCSACIIECUFYaC0fDigoAUByq9hyYc+PE119ZNfeZtuGjqrkH4aE4N/XbSCaTPT09VP2eVgQivbmuS3PqR4wYMQRz1iDbQRg+fLg/la+fjdFWX0acEg4dx4lEIohIXhnDMDRN8zxPLNZD3yiiKkFhcaykrr6qrr5iWH15XX11bX1NSVlFXf3I+rrxFRXDohEwMxCJAHDwAJQIMKk3ENgnwaY37w1BktalfIfAS6QyhUUl6W4YU/5KdW3Zp017W9wJQSisQncb/GsenPObt8NQX1jTfd7v9rzgAlD7FXEdEjQ1NY0cObKiooJmDLiuS4GKTCZTXl5ORWipgzrUpKiqKtlASZLotjiO489n+LbPbu2TY4xRQOLyyy+//vrr0+l0aWmpZVkjRowoLy+vr6+vq6sbNmxYXV1dfX19eXnllJ13pg9KvY0Ih95guwzZV1ph71ZVAtjIgp3r43sYEDgHVlRUkkxCSAIVJNl1NQ4oh0IcJA6hIuvnp0Ue/pO0YOE3BYmiIjWoMbMOy7Jo3urOO+8MAIioaZpt2+FwePny5a7r0vbB3RelnDD6LWzdN998wzkfN24c2RJKlKHVOPrTGG11EVLib1FR0dVXX3300UcrijJ+/HhyzIgxITlp6L8+y5z1kPp1lE2C2bK6EwicgQ2gRAtUvQtKiq14MXguhKOADECCgmi3BDU33DLzrFNfa29ZHZKnDeYHanOgqFJjYyMAlJWVGYYRjUZpVRLbttvb2ysrK2traykIPIhrzPin7NFrxlhbW5uiKKK+k9g5j0So6zrl++6+++6maYoyOAKKVVB2oj8rfyuAAEwCVwK1pBzOPG/f0qpIpAA8SDteYSQEYcCE2TZt32G/u+LAjpbOPfYNKlz0oiiKYRg0T2L8+PE0Hy0UClFC4o9//OPXXnutqKiosLDQ8zzqj+X6lLcK9GT6B3Gc84aGBjGb2f/o9nOsty28oxSmp7g8KZCyZOhdOcs2OBMAUEHhwAC5rMpnnFsRLwFJ4gzT4QKQQZZADqkKIpx8miJhde8cjAAAAIhGow899JCiKLqu67ou1s2mIP5OO+1kGIZhGGJlhEGM37EvYqRiXVT/W/052ra4WZFIhFYspPRRRKROCyG+MMbY1q7OJoEkgyaDVhCWJRniJSBpwDEdkZSQZGWsDgQ1psVs15bCIEfARXuI+Re+DdM0E4kETbGPxWIUagIAqjEbDodLS0uj0SglY+T6ZLcW1BGlkClVc1JVde3atTSbmfbxG5j+HHOrW0JatVdVVU3TqIsiSVJJSYmoRSWC9YqibHSe4YAuCSgzJimKJtFEJ9kBiTmmHS0IS+CGVU2FIgQlHmO63VoQVlQNAUrhu1w/QwEqm2DbdigUevvtt8G3Qo4sy67rkqOCcx4KhfJzLaABh7JNxLKEo0aNIldNP4eCgq1uCSlHVPxX1/Wenh4qzk2q+/bTHegIiixDhHsyd0GRQFVlBeRYQQXyuG2rBWoF8HCyxwWQY+GIDKBKysYLLg496Ev8+c9/7jhOT09PdXW1YRipVMqyLE3TyACqqkq7DdYBIQD4UxSE/WhoaACA+vr6LTMV26I7SmdGFS5isVhpaWmf+MlmpZx/T2QJFJp/yIF53LYYcFkGNRwqBRYGhJKiAtdxPYYAmscg8MwIUqnU7bffPmfOnNWrV5umOWbMmK+//loYPcMwRG3SQTyf0J8USr4Mv3e0j1sxBxW4vwVFUfoIz99mSJK0qd6zlGXATkUCkEBWAWRQ5FA4FO2N67N1O2haVFWKAeKqUhx4ZghEpAomV1555RtvvDFt2rT29va99tprzpw5pmmCr/Cs67riSaWS0HQE2i0P8Z+k67pUF8Jf7BgAOOe0j+d5NBimVBNah7OlpUXTNFHrUZIkXdeh/2MoHFowRBfRQTQQXWSIHqKX3eYickRkyBE5IkNkuT7ffMLzvHQ6TaWcDcOYM2dONBoNhUIzZ85sa2tDRF3XabahruuI2NXVRU+qYRi0srrjOLm8gE3DOfefG512JpOhjZ7nGYaRSCRWrFjh/xTdioaGBlIgIrqu6z9CPxlqfS0OYAOke4u1+UuY9r7WAVIg+Zy0QcYMAGTXJ4zH49RnKSgoOOOMM1544YXCwsIPPvhg+PDhzz//fDQaLSsrY4yRC4cW03ZdNxwOU1WoPMQwDACQJEnkUZKz1zTNWCymaZphGEuXLp09e/YOO+zwk5/8xPM827ZF0XHILkFBZpAmqcP6Mf3vZKiJkEAAB8AGyd2gULcNYAN4wQymPtCjCVmni2ma5eXlBxxwwJIlS/bbbz/XdWfNmnX11VfTHAvKnwQARDRNU9T/y0OHDZU+ojoPVCpeUZSCggLS0ksvvXTEEUdMmzbt4YcfzmQyU6dOlSQpHA5Tj5QSRDOZDADQCuGqqiqKgogAQAWR+3US38+Mb3cwRIdjGnEtx7WIaY4OIhOdUMQujmsRkxzd3h4pz/EZ5xWu64oeF2a7nYh422230Yjxhz/84WeffUYbe3p6bNtGRPKjbvOT7RfpdNp/RYjoOE5XV9df//rXPffckzRSVVU1e/bspUuXou+SPc+jPvaVV16pqurpp5/e58iUkdIfhpoIkXMa8fVwbOfYw9HgyDgiZ/RWhmMnxyRHiyNyHoiwL5ZlicESIpJTFBHffPPNcePGaZo2cuTI+++/P5lMio+k02kKqdEgKj9hjNm2vWjRoosuumjYsGFktMePH//AAw/QfGXC8zyqK8c5p5Zlr732UhTlrLPOwuyY0P+7PwwxEXLkHnqM3DFpD3s8zHiIHkePocdpu+VhxkPLC0S4PoZhkGVDRJqP1uc5Y4wdfPDBAFBUVHT++ecvX74cETOZDL3LOSfTkVfQFTmO884775xxxhlUwCoUCu25554vv/wyZXHRnuJ6hTFExLa2tvr6+nA4fOmllwrbaFkW51zcq+9kSIrQQ47oocMx7aHBET2OnKHHaTvjaHnoBAL0I+YKEv63hLRIb48//jgNAg844ID//Oc/9Jb/wc03/vznP0+fPl3ULD7hhBPeffddesswDPLWeJ5HZly4PWmRlZNPPpkipbQQoNgZN8dBOsREiIgc6RHiyBBdji6S2Hiv5DgiIuNBdGJzoLKx9DqdTjc1Ne2zzz4AUFhYeOONNyJiJpMRYyTRlRVd1i3rptq2bZqmaBEozOBvIzjnoqYmZo0eZhuL7u7uu+66q7a2lrRXU1Nz5ZVXrl271rZtsmP+FodiiZjtZK5cufKyyy6j5VAVRamrq9uC8xcMPREGbAX8IuScZzKZZDJ53nnnkfvxiCOOQESKg5NFxaz9pC1b8BfFp2gs57puH/lRSh39t6enh16QDtesWXP22WcL3+SECRPuueee1tZWmhpPh9rwD1mWZRjGwoULf/WrX1H+uizLxcXFF154YTqd3oJLEAQiDBgAKKHEv4X++/TTT9MQq66u7v333xfOUiEPig1swV/0G0//n9Z1XZg+/1nRi5deeunAAw+k+XShUOiwww57+eWX6a0+41XbtoWhdl03nU6/+OKLhx9+OCV+qap61FFHzZs3j4yq8E5tGYEIAwYG8mH4/fKGYXDOe3p6dtttNwAoLi6++eabyaNIT60YKG7BiJGmEfUJA1B31L8DjeXS6fSf/vSniRMnlpaW0vz3X/7yl42NjSQz27ZJ0q7r0omR/5Po6Oh48MEH99hjDzKbZWVlv/vd75YtW7a5J/wtBCIM+F74e24U0BdSJCtBG6+99lqqeXHsscc2NjaiT3j+J36zoP4tvRZCEm/Ri/b29uuuu66mpoZmPJSXl1944YX0F+mziUSCTob+a9s2nXwymWxqarrqqqtqampIfuPHj7/ttts6OjqEzXRdV9d10zS3rEctCEQY8L3wjwYRUQzMSIHiLcMw3n777fHjx5NJnDt3Lm1vb2/HzYlr+/GPQkWflg7lOM5///vf008/nVIIiouLp0+f/sgjj5DS0ul0IpGgj/gtp5D0e++9N2vWLJGQPXPmzH/+858kNiH1dDot9iclbzGBCAO+L67rbtQUkFURdqOhoaGzs/PHP/5xeXm5pmm//OUvabvI894shOr8KiIHzBNPPPGjH/2ouLgYADRN++lPfzp37lwy0f40A0S0LMvfiCQSiYceemiXXXYJhUL08eOOO27p0qVCeKQ6qhFBf3fLmo8+BCIM+L5QTrN4KOm59IeqaQd6l3P+hz/8IRQKhcPhqVOnLly4EDdzzkEfRDLAqlWrHnvssXHjxhUVFYmEAZr3QA2B3yz3caWkUqmbb7553Lhx5HepqKg477zzqNtsmiYJlVygwrtLkDe1/3H5jRKIMGCbQoZowYIF9fX18Xi8pKTk/vvvp7fEeEwMF+m/ootLhm7DNJ3ly5dfeOGF5eXl1HucNGnSnDlzSELisK7rChsoXti23dDQcN5558ViMYr4TZgw4aabbvqeIYfNJRBhwLZGhCj2228/WZbLyspOOeUUke0t7Ax1ZUlymUxGbPcHGD/99NNTTz2VEnQqKyt33nnnp556qqOjg/ZMJpOiJ9knEGJZ1ksvvXTyySeTbiORyPHHHz9v3rxtLD8iEGHANqWPTfvzn/9MaV8777wzdU1TqRRZQtKkGFKSl5Xeam9vf+qpp/bee28AkGW5tLT08MMPf+2118SfEH1URLQsS0jR87y2tra///3v06dPF1OZzj333MWLF/s7mdt48nEgwoBtDa2nKfjyyy9nzJhBOW7XXHMN+jqcJLlUKkWqoO3pdHr69OkVFRUAUFtbe+2113799de0fzKZ9M/e8Ouqp6enu7v76quvLisro4KFw4YNu+222yiYidmAR5+02G1DIMKAbYrwYfjzZtra2n77299SRZaf/exnpmn6TVkymexjmg499NDKysrbbrttUzFGzrmu6yI/btmyZbNnz6bZSZWVlZMnT7733nspJtFnPiG5jgb2kr+TQIQBOYBsDnkdhffl2WefpSoYNTU1CxcuJG0IoVIwkLyawrfpeR6ZPsuyxAvRg3Uc57nnnjvooIOo50m5Zm+88YY4DaE3Oo6Y97iNp1wFIgzYplDRJPFfMT+IPCItLS0zZsyg3M6rrrpK7OAf1HV2drquK+Lj/iilCEumUqk//elPU6dOpUFjWVnZNddc8+mnn4qPbPRkBAMS/es/gQgDtikio030MIVDMpVKkSH63e9+V1RUFA6Hp0+fnkgkhE5oiCjMlxjOCRHqut7a2vrb3/6WQu2qqo4cOfIPf/iDP9PFH2enF47jiE5yTkaGgQgD8gWaK0Svn3zyySlTpgBAaWnpa6+9RhLq6emhJZ/ER8RwkXP+4Ycf/vKXv6TCTQAwffr0xx57rI+LNT8JRBiQX4jg3vLly4855hgKYJx99tn+ffxq5Jw/8sgj06dPF2tgnHzyyZ9//rnY2bbt75nRsrUJRBiQF/SZSss5Jylef/31qqqWl5ePHz/+888/d11XmLXGxsY//OEPw4YNi0ajtB7GRRdd1NbWRh+kYoT9r7aUQwIRBuQRpmmKWknC9TJ//vwJEyZQOuh1112XTqfnzp07a9asqqoq6nmOGzfu8ccf7+NNEf9ljImZ9fnJuiVmAgJyi1gI3rIsGtq1trbSdL6Ojo4TTzzxzTffBIC6uro1a9bEYjFd1w844IBbb7116tSpruuGQiFy7cTjcQrHU+3d/F+nLRBhQF5Ay62IxTctyyooKJAkiWKJNC3wxBNPfPnll9PpdEFBQUlJyauvvjplyhRaEpB+b/TIlO9GU4rzk0CEAXlBJpOJx+M0J5DmQ1iWFQ6HJUlKp9OFhYW0GMbbb7/90Ucf/frXv6Z9aBl26tTJsqzreiQSEct40bOd/2t3ByIMyBcMwyDrh4jUvYSszAzDiEajlGSjaVoqlYrFYq7rRiIRxphlWTQXiXNOHxc6pC0DubTeViAQYUBAjsl3Sx0QMOgJRBgQkGMCEQYE5JhAhAEBOSYQYUBAjglEGBCQYwIRBgTkmECEAQE5JhBhQECOCUQYEJBjAhEGBOSYQIQBATkmEGFAQI4JRBgQkGMCEQYE5JhAhAEBOSYQYUBAjglEGBCQYwIRBgTkmECEAQE5JhBhQECOCUQYEJBjAhEGBOSYQIQBATkmEGFAQI4JRBgQkGMCEQYE5JhAhAEBOSYQYUBAjglEGBCQYwIRBgTkmECEAQE5JhBhQECOCUQYEJBjAhEGBOSYQIQBATkmEGFAQI4JRBgQkGMCEQYE5JhAhAEBOSYQYUBAjglEGBCQYwIRBgTkmECEAQE5JhBhQECOCUQYEJBjAhEGBOSYQIQBATkmEGFAQI4JRBgQkGMCEQYE5Jj/D0GuZ4NtlZOKAAAAAElFTkSuQmCC
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C=CCn1c(=O)n([C@@H]2O[C@H](CO)[C@@H](O)[C@H]2O)c2nc(N)[nH]c(=O)c21 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COP(=O)(NC(C)=O)SC Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C(Cc1ccccc1)OCCc1ccccc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C(O)CCc1nc2ccccc2[nH]1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C[C@H]1[C@@H]2Cc3ccc(O)cc3[C@@]1(C)CCN2C.C[C@H]1[C@@H]2Cc3ccc(O)cc3[C@@]1(C)CCN2C Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COc1ccccc1NC(=O)CC(C)=O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABaiklEQVR4nO2dd7ycRdXHf/OUbbff3PTeCQFC7wgoUvSliiIovghIUUQBRV9FQBRpgqIiCgICIQhIMBQRjEhvYkIJpPfc3F62PnXmvH+c3SdLgkjCTXYD8/1g3N377O7s8zy/OWfOOTMjiAgajaZyGJVugEbzcUeLUKOpMFqEGk2F0SLUaCqMFqFGU2G0CDWaCqNFqNFUGC1CjabCaBFqNBVGi1CjqTBahBpNhdEi1GgqjBahRlNhtAg1mgqjRajRVBgtQo2mwmgRajQVRotQo6kwWoQaTYXRItRoKowWoUZTYbQINZoKo0Wo0VQYLUKNpsJoEWo0FUaLUKOpMFqEGk2F0SLUaCqMFqFGU2G0CDWaCqNFqNFUGC1CjabCaBFqNBVGi1CjqTBahBpNhdEi1GgqjBahRlNhtAg1mgqjRajRVBgtQo2mwmgRajQVRotQo6kwWoQaTYXRItRoKowWoUZTYbQINZoKo0Wo0VQYLUKNpsJoEWo0FUaLUKOpMFqEGk2F0SLUaCqMFqFGU2G0CDWaCqNFqNFUGC1CjabCaBFqNBVGi1CjqTBahBpNhdEi1GgqjBahRlNhtAg1mgqjRVhZFKAIIQACQCAAAEEBIRX/uuF1QFWonZqtiBZhZVGEQCEgKAUQQREISiF41+sA/8uyrHSbNQOMFmHFUSgJSwl+bpReUSo6grT4PrJYlW7AxxwDsIzig3LM0isbva6v10cQfVEriyEAAt71L4GEJQCCEjCKrwsIfqT5yCGI6L8fpdnaRBdBbPI4+lcBQuvwI4geE1YaKv0HQIRAuOFFVTpAeEDwLn1qPkJod7QK2CAtD8C7LkrRBQ0AAPa2bJRmm6EtYXVApUQhAohwg89Z1GcI+BA6PvrRRIuwOiCoEJlsGpCABAABzy06pf3pPkACSo/fP5JoEVYYqQLfByQMgfq6ZgL19fUGoQfA9UIKAUJjw2AFlc9lvcCvdHs1A48WYYUxTdOOAQqdHQCSQCwWj1u2DYH6BgsKvd0AUgJx07YTiVil26sZeLQIK4zrewpYsRy//tXcl15cpJBMJGsVDD8gRVi2FDf+8u+vvLxIIWnHUtob/UiiRVhJCPBDkMLKFXjgT8/9+7XVrm9DxEIi15dEWLkC9937zOuvr/OCGIQRKp2k+AiiRVhhUqkkF4/msqlUcqRlgQAIkaqxFIEkMul4TXKUZQsChL5cH0X0Va08QQAhEAZ1RHVBAAW4PhSgFISA79YYRmMYwA8QhpVuq2YroJP1lceykKyD41l5Z4hQIA+WhFIQAWIxFLy6QgjDggGYlW6qZmtQdSKUUppm8WYLw9CyrOiBlFJKGYvFiCgMQ9u2+XgiMk1TCBEdUMkfsHkoEyrvWf0eGoYPe3NB7KH7UWcCErEY0v14eyESyUkuHF+gRkFICEuXj37UqDoRmqbpOE4YhrW1taxAAJZlBUFg2zbrUwgRKTBSLL+Xn3qeF4/HK9H8zUMA2XwumWqsb8LatcvumHn77IdqzXyuMZXIZPsTqQnx5P59TnfzkJ1NIPCQ0IVrH0WqToRBECSTSX7sui4RxWIx0zSj2R4svP7+/jAMW1paWJxKKc/zLMticUbqrXqMulSjL5FJY8jo5vO/+z+f/3xLUsIkpGrgOnj4IXzr4mxHZ5uvWmotPYT/aFJ1Nysrij3MRCIRvR6LxdLpdE1NjWVZSqnGxsboeACGYSSTSSIiIiFEuXmsaghQMEJketDf25tI9Qwd1pIALDhOkGuuHzxyLBJxpOymuAEbQKiruD+CVGPX6nmelJIfZ7PZQqHAj9lBvf/++w8++OBf/OIXnuc5jqOUCoJAKQVACCHEdjVDkiBdiAAtjWisG2WaBk8YNGDV2PUGIdsPk2oNOTgswMvp0eBHk6oToeM4yWQyFosppaSUdXV1qVQql8u5rnv//fdPnz79pJNOWr58+YUXXjhmzBjf9w3DsG07DEPf91m6Qmw/tyrBNACJ/j64bm/gu/xyoUAk4yDU1iCZlKR8k2fW69LRjyJVJ0IeEIZhmMlk2Kt86623br755gkTJpxyyilLlixpamoKgiCRSHR2du6zzz7z5s0rFAqxWCwWi3F0FIDvbyd3qwBMGHEMH4PhowKpCvkCDIWaeCx0ISTsGFy5PF1YaCURqwPsoNIt1gw8VSdCTj9YltXY2Dh37txjjjlm7733vvjiizs6Og4++OBbb7113rx5XV1dTz/99E477bR06dJPf/rTN910Uz6fBxCNBrebMSEAA6GEmcTQkRg1fGxtCgBcF7E4QoXaRszYc+jUHZoAQIRQvl7y8CMIbX08z+M4JwuM4y5E5DhO+ev5fD4MQyLq6+u77rrrpk2bxlaxpqbm2GOPffTRR4MgICLf9/kt2Wz2u9/9Lh/zjW98o7e3t1Ao8J9yuVx0GBFxLpGI+BOqCEUUEAXUlaG+gPp9ygSUzhFRQIpCSV39tKaXckQuSQoVhUSq0m3WDDTbQoSMlLJcfpFg0ul0X18fESmlVqxYcdppp3Hk0zTNlpaWSy+9NJvNln+O53lUJrPbbrutoaEBwF577bVu3Toi6u/v5yM7Ozv5geu6/GLUgGpBEYUUeLSui0ZOPm/Y2Kuef5mCkIik7zmhpNvvXj5swql/fWFRZ66gXKJAi/AjyFYXYXd3N9s3KrNILIZCocB/yuVyt9xyyx577IFSyuFTn/rUww8/HMkvk8kQUWdnJ38CP4146aWX9t9/f87Uz5w5k4iy2SwLkoja2tr4QdSMKkKR00/Kp7YuAs6xzDtOPH5FupeyaSJJ+Tzd/LuclTh37guhK4k8oiyRrHSbNQPNNrKEYRgGQRCJkIjYEi5ZsuS8884bMmRILBarr69PpVJf//rXNzJokcsaSbdQKDiOEwRBGIaO4xBRX1/fCSecAKCpqemCCy6I9FbulJY/riIkhT6tWEvNQ28+9n8C4Kbbf+sph1RA/b10+200cdJdDz1OTkjS0Zbwo8lWF2HkdkZIKfP5/FNPPXX88cfzuLSurm7GjBk33HCD53lhGBYKhU0Fwy4r28aDDjro+eef59dZhMztt9/OH/jJT35yxYoVSilWY29vL1WpCCVR0NFFvVmC9bNzz6Wjj1q/49g7OldRupc8l279PRnmjff+ReYVZTI5ogJRlQ1rNR+abWQJOaUehuHSpUuvuOKKadOmcQCzsbHxjDPOeP7551kt+XxeKRWppa2tjc1gNptlM+g4zmWXXcZKu+WWW8r9Vf6ExYsX77LLLgBaWloee+wxlij/qVyuVYMkCrIOdfZRrP66S6+ktxdSHX5z1hdeDwvkOnTHrVRTO/OpVylHpMgNgw6iKuxKNB+KbSRC3/efffbZs846a8iQISyhsWPH3nDDDWzfoqBl5HDy6/xKNAJcs2YNP7jyyiv5Q4488sienh4O1TCu665du/bQQw81DKOuru6yyy5Lp9NElM/nt80v3TwUKUWeT6/NJ7v+yu9fta47TxeeSSMSt/zrBWpro9/cSM2DHrj/r6rTIUU+UVpbwo8eW12Evu//8pe/nDFjRiqVYuUcffTRDz/8MP81Cle6rstaisyg7/vlGQU2iTyq7Orqeuqpp+rq6mKx2NSpU5966ik+ptz1vfzyy9nYnnLKKZlMZqMP34ooIkkk3/1AbXyIUqQUhZLyOcrnaX0HJRp+/H/XLOxxqK+dpo66fedpl+az9IebqLnxkVmPeBmi9v61itKlyIwsJjdIFj+//D8iIqnIVeTqSE71s9ki3MhqbRoCieIo8+bNu+CCCzh/AGDcuHHf//7333zzzS1ua+RPsqJee+01tni1tbU//vGPo2O4Jb7vP//88/zto0aNeu2116IWep7Hjwc+Xsp5P5/IIfKJvOK/YYFUQESklPL8MFQUSspkyPOotZVyBVq1hgz7/EuvXJX2qLWL7nswF7cv+v0v6Jc/pkHJZx//J2WI+qndpe6QSEmSMk+UoWIGURb16BOFRdkrCkLqDKlTkTvAv1Ez0GyJJYzcv/JcH5XJ7/777993332jeoCDDz74rrvuirJ20fGbSzQCjBrQ19f3jW98o66uDsB+++23UY9QKBQ6OzuPPvpobsbvf//7qIVM1KFsGj3aQhSl23uKevAoZOexJAzHoVBSEFBfH+Uz9M5bdNVPVo8Y/uPrrw+WL6Whwy+/7LKVPXnKEfVLOuazc4fU/OO671JL7N+z/0IZojSF/ZQPiiIMiHySucDpVV6+aBf9kg4VKfJD6gmpR+kxZNWzhe5of39/ZAn5Di4UCtls9ic/+UlTU5NhGKZpjhkz5rzzzlu0aFE0qMvn87lcbosz5pGDms/n0+k0f04QBHfcccfQoUMHDx48bty4BQsWUFlhQBiGvb29559/fn19vW3b//u//9ve3p7L5ag0StxIlh8aSeTnsr093e1EAZGbyXdmnfaQ/JAoCMgtUFcr/eVP9Lkj326J3ZnCzc3J3/74Ern4LRrUdOnlly/pTFOGVI7orbdoVPNDY5LrBJ584RnKuJQPyFHU5+ZDCpQk32HPs0CUzWXWkwpIEvnFNIYiGZIusNk+2GwROo7DNzGVkuau6953333HHnssT/9raGjYY489fv7zn69bt668MK2c8oThZsGzJaLHUS7xrbfe2mmnnYQQdXV1t99+Ox+zatUq/qvv+/fffz8XuO26667Lli3jUC03Y/369VvWmE1RRK4XhEQBBQG5HmU8cj2inEfZPK1aTjdc5ey50yMN9i0p3LrzhKe+cXr29ZepdQWtW0FNtRdef+1qJyCH/Dx5/Rn6zc8pjtl7T1z+2IO0dCEdfcQj77xFbkhOSPk8hZJIkaRcEHYTpYlcrr8pDhIVhYqU1CrcDtgSS9jT08P/tre3n3LKKVOnTq2pqeEJRCeddNILL7zQ1dW1qcyklDwY48T95n5pZE55DmH0ehAEnuflcrl169adfvrpXHNz0UUXUcnbZIsXhuGKFSt23XVXAPX19bNmzeIDWMYbVcZtMSFR3ieHKEvUUegpkMoTdafphefotC+u3GH0E7X4Y0vNXfvu8cgvrvfXrKW8S65PeYcWvkOTxl949U8XdXRRr5fOUZ8jqbOd9pk+Z5B9y99m0/GHvziu/m8zxrz45Bzq7CAvJI+oN9vnyLSidFkpjUsklSQVkpKkNokJaaqQLXdHly5dGi36MnTo0Guuuaa9vd33/e7ubj6GU+QsuY3KZT4Mvu/7vp/P57PZ7EYFcVLKX//615wFmTRpEuuTD+BEYqFQ+N73vsdDxDPOOKNQKJSnNz48oaJ8QH0u5RTlJC1fR7+6ac1BB/wpaV4Vw6+G1N79pc8t//tfqb+f8h7lQ3IU5QMKFAUe/fHWpa+/SoFHAbkBdQdE/X30xsv02H20fhn1r6OvfyFfh/ubjHt/9L1863pyFXlEAQUh+TmnXxXHhTkiVylSUotwu2FLRMi3/qmnnsqV1r/97W/T6XT5xAXHcd4nMy6l3LKRWLmoGDaJHR0d/JRHp/Pnz99xxx0bGxuFEI888kg6neaGsVD7+vpmzZoVj8fj8fj++++/du3abDY7UCPDUFEmoLRHL79KF5yfnTTi7zWYNaLx3mkT77zqZ2uXLiMnoHxADpFD1JOjnE85j0JFoU+5fgodCgPyKF2gNTkvU3AodCjIU6af3AL1tdHN1wWjmx4alLz/88e/Ov8NchSlfWrtLgREIQWKXEWBIpcoS1Qo5ki0CKueLRkT8oPdd9+d0+XRn6IBW+QusmwiGxiGoeu6W2YSy13QSDPlH8XuLn9pZ2fnYYcdZhhGPB4/77zzaJMAzPPPPz9x4kQAI0eOfOCBB7agPe9JKOm2Py487vgHG2uuiePm0Q1PfvYTrffcQk6GXI/6C+QReeRmwrSjnKAUOPF9yvSS8ok8kgERpRW1E+WUonx/MbcRUkEGFHh0/z106AHzBX6+354Pz36IHJ/ckAohR2H9kMeJlNVp/e2ILbGEfOsfc8wxAO66666NRFUoFKLITWUnLlx99dU8RDzooIOWLVvGL5YXA3zmM59h1/Syyy6j0hgyGq9y4yPvOkqr8K/baFjb2tp62WWXDWre86hD7hvVfNOoQT/75tn/euNf5OUpKFDgUhhQqEiRVJRTbKmKo7iASBbT+sX67D6izqIpC/iobqKVROtC8p2Q/vUaff6YJQnMbLbmXH8FOS5lPSrIYjbE80iF0ed00wDlCbmicKMXlVJRp5zL5aLrHtUnSSl52RE+2Pf9s88+e8iQIS0tLeeddx53mtGJjU51lMWtxokvW4HNFqFSii/GXnvtBeCf//wnEQVB4Ps+rwrDh1X8DPb39wdBsGDBAtu2GxoaJk2a9NRTT5XfMRxeuv7663ny1D777MOzN6KcYXRwd3d3VADAL6bTaf51YRg++OCDn/70pw3DAGCLCScc+cAdv6F0R1F4BYcKeSrkN2QLiSSRS1Qg5RIVqBhW8UvFLpIoTdS3IdpZlNM6ovWK0pmA8iG1r6fLv0fjm5+rxayTT3i2v59cn7yQ3IBCRZ5LpCgIO4m6BkqEDAuJR/hSSu6JyscIfX19fAI3ip8tXLjwoosuiooWOYp+wAEH8F+jc863UD6fH+jUUVWz2SLkm09KySeUb1zXdZVSr7zyyjXXXBMVkVXDDNqurq6urq7999+fZwn/8pe/pLLcJhFJKV966aWWlpZ4PD5t2rTHH3+cX4/6+K6uLn5lo9hSf3//lVdeOXHiRNu2DcNobm4+5ZRTZs9+sr+LQpeUR06OMhk+BS7PjKeQ2B8t2bc+onVEa4nWEfUQ5UqVaDmiXFGWsqReSRSSkuRRcUhZ8Oj2W7xdJz80NPb4gdMX/+sZaltDgU+hokD6frFQYIBr1soXRmDY+nme197eHp1SKjOGjzzyyNFHH93Q0MCjg0mTJh122GFf+cpXWIrTpk2LMklBEETvivq7jwNbaAl7e3uFEKlUKjIIRHTllVfW19f/8Ic/rIZqaZ63Ecnmggsu4CTKZz/72aiOlNvp+35ra+uhhx7Kt8X1119PpXuLf5fv+57ncSetlHrppZfOPPNMIQTfVdOnT7/88suXL19e/F4i36dcRoZFd9VVlC44HUR+MZnuRyn1HFEPUV/JGPJMJf7PLeb7OONeVpWWcfycyrpU6PdDN6CFb9Gek/7diCd2Hv33m28gr0COy+azQCQz/QOTemE2VSBTvmYCr0PJB//kJz8ZP358bW2tYRiGYRx33HFz587lU6qUmj9/PjtTtm3PnTs36hYjB2pgA9fVzBamKF5//XXuxqjMg//qV78K4Ne//jUfU/GTGHWl7Ns8+uijgwYNMk1z5MiRr776anSxObiay+V+/OMfNzQ0JBKJT3ziEz09Pfz2qNrO9/177rnnk5/8ZE1NjWEYNTU1hx122F133cVDmvIqAqVCRT5RoMjrT3cFPk8CZOeTleZvKDTzNtSaEeWI0hubwbDclfUV9YXU051fFxDlfertp0wvfe+bbRZumDz0z2ec8lK+j8KQFNHqtYtK1nWA4fg2d0zl55mTrosXLz7zzDMbGxu5eGPUqFGXXHIJe0xRVonvjVWrVh111FGDBw8GcMkll3Dcjj8/uigD3vgqZAtFOGvWLCHEcccdF8UkieiTn/ykEGLu3Ln8tLKTaCONFQoFvlfy+fwbb7zB8zkGDRo0a9asbDYb1dzw8XfffTeAQYMGzZgxY/78+USklGptbT3vvPOi5cBra2u/8Y1vLFmyhG8+XoGfP4RLOiU5RAVFLpHPDqHj8Kx4HgGWqlsCIo/IJfIiEbrFabsbzYooKZAoS9SnKO3LXMH3fCJPkSspn6O7b6GxLTc3xr53xME3ta6h9a15ogJR30DNPyyPeJdf2Vwux1OxM5nMI4888olPfCIa9X3mM5+ZPXt2dIYjyv1Mx3GuvvpqzjYfdNBBixcvjv4ULVDykWcLx4Q/+tGPbNv+zne+Ux59GTFiBIC33nprIBu4pUTdKpVm5TO5XO7UU0/lq/71r3+dSjOGo5uso6NjxowZsVgslUqdeuqphx56KO8tU19ff9hhh82aNas89BfFSEupUenLXEgFRW7GSWdy6UCGm840Kpo39V7J9GgCFBER+6s9Re+UJBEVsmHoFd/lk7eus90jchUVXJo/j4785O+GN505fuTJz/1zVTabDmTfQFnC6JdyBI4f5/P5IAjWr1//ne98p6mpiU9US0vLV7/61aVLl0YniisEgyDIZrNs3CL3gQ/429/+1tTUNHjw4J122umJJ56gkntSdavjbR02W4R8Z5955pm2bV9zzTXRi9lslhcLzWQyfJGqITCjlOKrXj45OJ/P33PPPS0tLQB22GGH3t7eaOjIVXXZbPZLX/pSLBYbPnw4gGQyedJJJ7344ot8zEaBBx4xlh67gXJCchUFIcmoljMsaU+pDQ5mqcDaLTqoRO+KxBTTfZ1EnRu8SrXBO21ra1PkhuT2ZPs8onxAbkirV9A5Z94RN/cGRv7oR5cpyg9UbCYSTCSMrq6ul19++fDDD+ftd5LJ5IwZM3gN2OhERfdAuSEtP2mFQoHvqI6OjgMPPJAdjauvvnqj7/pos4Xu6FFHHQVg7ty5fCrDMFy8eDGAiRMnRmtJVOcZZKsopZw/fz6v7zZ8+PCHH36Yb4VyoR5wwAGmaV544YUc93vPCoH3QiqSRJJvuo3/VZvOv5XvCmO+a2JuUIysbnpA2XdF73AcUpI8h6679pba1GAAh37yoLa2tihTF0223PSEUKmAtnwkz2/kEBcRFQoFfrB27dqf/exn06dPByCEiMfjxxxzzHPPPcfv2uKoZjqd/ulPf8rxsy9+8Ytr1qx5z2mf2yZqulEPwi53+QHcX0dP+eCoc9ksC7QlIlRKcSX0ggULomDXP/7xD9M0DzzwQL7e5U5LtdHb28t54SVLlpx88sm8m8UPfvCD8lmOjuNwSc2zzz5b/t5oQnC1wZW6Uap2zpw5kyZN4pIg/gncv/T19TmO43ke76JDZU51FJ/kuPFGcTX+2AULFpx99tk8HyUWiw0bNuzXv/71okWL+Jh0Os0K2bL+l2/0xx57LJlMmqY5fvz4pUuXRn/lT+ausFLhd/5dfAL5lSgaXL4MJzdy9erVH/Bjt0SE6XSaY1981/K1/O1vf2vb9mmnncbHRBd4Cz5/qxIZNO74u7u7f/nLX1qWdemll/KljWrfampqAGx0L25x2d02oKurq3xJqyVLlhx77LG8DCRPK9mIjW7lIAii7ELUx7uum8lkXNe98cYbo4naw4cPP/LII++//34qm4DCZfrv+ckfhPLzvGrVqvHjx0+bNg3A7NmzV61axZ9cPrbfZriuy3XRHIMsD9hGbebmZbPZefPmnX/++bvtthv31B8wQbAlIly7di1fCX7KervooosMw7jiiivKj6xCY8hGgMqWEiaip59+mlMRjuNwl9bW1gZgxIgRROS6bnlJR2Xa/d/g+55TuPwKOyPXXXcdj9m+8IUvdHd38w/hW6R8uZBIP1HtGNv8devW/ehHP0okEs3NzWxXL7744gULFvByktH06EwmE01k2eJKqcjBY7GdfPLJXMzE8TM+8xut+7z1+E9JUSoVe5RHqgqFwnXXXbfbbrtF22a+8sorH/y7tiQ6+u9//xvAnnvuSaVTo5T6whe+AODOO+/kw8rjjdVGtD6ilPI9M1FSyqeeeoqD5lTmXJXHQrdVYzeD8urW6HE6nX7wwQenTp0KYPTo0fPmzYuO5+lgkUNF714x6C9/+cuRRx7Jt1RdXd2UKVN+9atfRVKPhkDlDeCKtvLqxQ9O9NVRmURPT899990HYMiQITvssMOSJUuotK/JtklBl3e+/HRTC79ixYrvf//7zc3NPKV26NChF198MXvR5VMX3p8tWejpT3/6E4CTTz6ZSucuCIJ99tkHQDQ637IrsQ3YaH1EfpBOp7lkkZ+GYfiHP/whFouddNJJ0cEbFbttq/ZuBlGronmSQRBwmxcuXLj77rvX19ePHj36qquu2rSb56e5XK69vf2yyy6bMGECW6Gmpqazzjrr1Vdf5cN4dmi0KEH0IlftRy9uQSf1nqouFAqLFi3iGHUqlbrvvvto22bwubthL5RvdU57Sinvu+++Qw89NNqYfZdddpk5c2bUtk2zo+/Dlrijl1xyCQBe4Cwq4R08eLBpmrzxQ3WGLpj/tBBwdFPyebzkkkvi8fgPf/jDaDFiz/P4zq5OBUZXvdxN4gc8bHMc57TTTuM75pxzzmGvtb+/n39UNpt99NFHzzjjjHg8zlVmO+yww89+9rOoIrTcD4zOAPdi5XrOZrMf0k3g5bmiD3ddNwiCU089laNB3/rWt94zxjvg/Ke1v1zXveKKK0aPHs0l+6lU6vTTT583b14YhlH/7roueyIfMEC1JSL88pe/DODWW2+l0pV2XRdAIpHgA6pkKtN7Un6m+AFf1PIJFkT0xS9+EcDdd99NmwyvB2otjIElUkJUzbtRfJ/vqjvuuIPv5gMPPPCll14ior6+vhtvvHGXXXbh123bPvHEE+fOnRuVpJVPaODJE/91oLEFIuFo0EbzyKLPCYLg6quvrq+vB3DCCSd88MDjh6S8IOzJJ58888wzY7FYVHp+3XXXcSdVflNFJ1wp9QFX8duSMeFBBx3EnmcU3X7llVcA7LvvvuXj8igIvl1QXmAQhuHee+8NINrxYvslugRsynp6erjynu+kXXfdVQjBnueUKVN++MMfZjKZfD6/kYoqex0jw/vII49MnjwZwLhx4/76179G6X56t3sSmcryikIq1fRzWX/5qtMbvSuCnYVcLserV3M9kGEYxx9//OOPP77RPkUfhi2pmJkyZQoAHn2yCB955BGeoEClGiWqSjP4X+E2u647YcIEIUQ0FXi7przMesGCBQCmTp369a9/PSryTKVSpmleeeWVVIqUbnRjVdAD58ZEd/yaNWvOOOMMAI2NjVdccQU7rtG2P5vOQixfq3qjHxVNo4meRg94UlVra+uFF14YVaKPGDHiZz/72fr168trwgakImWzRdjb21tTU2PbdrRwSxAEv/jFL2KxGIeSI6eiOsdO70PU8t7e3kQiUV9f/9GYWlrul86ZMwfAscce29HR8ZOf/OTCCy+87777DjvssFQqNXv27P/0CRW0hOUzm7gZy5cvv+mmmwAMHTr0+OOPb21tpXcHbH3f58BmpBD2KqNfsZFH3draWh4WUkrNnDnz6KOPZv+cgy533HFH+WKf5WzxmkkRmy3CJUuW8PyU8kacffbZsVjs5z//OZV1D9udCKNrs3DhQjYXlW7RwBDlY4jo+uuvB3DBBRdQWd+/4447cuV9dXY65R4jP1BKPfHEE7yW1+jRo19++WWWR3n7I/WWh0x48B+lNKM1O3gYtX79+osvvripqYnrNCzLOv300zfMFC0FkDlWxLNJBsQSGthMVq9eDYBd80KhwF7ykiVLgiCYMGECACEEl/9tX0gpDcPglq9YsQLApEmTlFKVbteHhYh4ygj/lpUrVwohRo0alc/neSjY09Pzzjvv1NTU7LTTTjzsid5YqTZvRHQ7RbPJurq6Dj/88FdeeWXHHXdMp9MHHHDAzJkz8/l8PB53HIeP4V/NhjEWi3V2dvq+b9t2IpHgwKZhGKlUKpPJAHj++eePOOKIyZMnX3vttdlsdsSIEZwUve222+rq6nK5HEq1UzU1NfF43LIsy7KEEANyljZbhAsXLhRCcN8Z3aOszPHjx290cPVcyP9KeVMXLVpkGMaUKVOCIKhgkwaE6HcJIZRSy5cvF0JMmDChpqaGc7nZbDaVSnEurrxfR9Vcviggmc1m8/k8gCFDhiilJk+evGDBgq997WuJROKcc845//zz169fzz5kEATpdJrfy30N7wbNGT++rLxFwpw5c8aNG3fwwQe/9tprhmEcffTRTz/99MKFC7/5zW9yzH/w4MGJRMLzvEQiIYTgQiK+8y3Lsm2bTfSH+YHW5r5h0aJFpmlOnDiRewUAnNiJx+Njx47lY/jibV8mkXvHIAhs2162bJkQYuzYsXz9tmu4txZCmKYppVy2bJlSaocddgDALtY777wTBEFLSwv/9ujaVbrhG2DH0rbturo6LpezLIuvl5TysssumzFjxje+8Y3bb799/vz5f/zjH3fZZRe2ePx2IvI8Lx6PB0HAe3gBmD9//k033XT33Xf7vg9gwoQJX/rSl0477TT25gB4nscbDQFgo6eU4gVNuElRM4QQ0ehxy9hsS8jpeK4kFEL4vs9r3cXj8aamJj6G+4mqupD/FW4t95GdnZ1KqcbGRr7S2zeCgsCDAhQIRmtHO4Bxo0bD8U1hWra9dOUqIjFp0hTbtpVS79l1VtAk+r7PBsfzPACGYVBpJUUe49XV1Z166qmPP/74AQccMH/+/EMOOeTOO+9USsXjcR778WSrQqHAXcw999xz4IEH7r777rfddptlWVyJ/vbbb19xxRWsQB5GxuNx7r/4ljBN0zAMnimulLIsKxaLGYbBX/Fhf+T7Dxk3nfDCte2LFi2KZljNnTs3Ho8fcsghUQEuH7ndpSiiwAxXWr7zzjuVbtGHRZH0KAikS44kj5atWw/LGDl8BPmSCkQ5GRKd/71L4om6Ky6/0ne97WtH0ahehwM2K1asOPXUU9k7O++888o3gQ6CYPHixT/84Q8HDRoEQAgxaNCg88477+23367oLyjyH91RKaVpmnwQryzGuu/o6ADQ1NQUi8WklABaW1s9zxs6dCh3pZGwlVI8ON4uYGcDAE+k4FUMK92oD4sCCCQME4aBED3rO0Dm0OHDYAAGoMgkdLSu971w1OgxhmUD25PzEjlcfB+OHz/+lltuSSaTf/nLX37zm988+uijd99993777XfffffNnDnzySef5AjNgQceeMYZZ3zuc5+rq6urkjH/fxQhSyhSEUuxu7u7t7e3ubmZexQ+ZtmyZQDGjRsXvZddGvYcthenNAxDDgB0dnb29fU1NzfzKmDbOxLKhAkT8Py2d5bWkj1m6iTXNGwTAjBCtL61kCicPH0amSIEzO1HiJZl8Q0mhEin07xS3gEHHHDbbbcNGjRo1apVRxxxBAfwY7FYEAQnn3zyWWedtf/++7P94IFipX8E8D5jQpZfFLXnzoZj9+PHjzdNkz03AMuWLTMMg+dx82FsUkzT3F4UiLIRbHt7u+u6w4cP506ksq36kBgwLJiAQQYhbq5ctMhScuKkKR6QB2TcBGHd0uUCNH7SBAlsRwkZzjcAIKJUKsX7ohcKhdbWVinl8ccfP3r06EKhwIUlYRgahnHhhRcecsghsVgsDEPTNKtEgXgfEb6nfpYuXSqEYL0FQcCmgwNuXMvG79qOtBfBV5QXOETJsG/vIhRADJYgeBQgJpYuXxLAmzRxIoAACAA/m+spdNfW1TQ3N8lKt3az4DgN5wy46weQSqVef/31UaNG7bvvvvPnz3/wwQd/9KMfsVwbGxv32GMPXpoxmn/U09NTsR9Qxn90R3lcF7mUbNy4lnLixInRCArAypUrAfCKLPzzogEhDyy3xe8YCHiMsXz5cgAcf9ruIYBgSuFaUkIsWP6OBKaNn2QD3LssWbvcg5o8brQtEIQwNjtjVTE4f8C3KBdqA0ilUuvXr29vb6+trW1oaDjhhBP6+/ufffbZMAxTqZQQIggCnoqRyWSSySSPqirOfzzrHIZBWdIPZaUkKPmrfX193d3dDQ0NG42gti/5RRiGwcvG8VJi2z0EhACERUIK9cbahYGFaRMmpRRsgAz8e9lbvoWJU8bzpbIUILabQSELj73KKKO7ePHiMAwPOeQQy7LCMOQ1OA3D4Ih3MpnkArf6+nqellUNd+n75cG4fSw/TpJ2dHRYljVixAg2g0TU19cHYOjQoVGwFGVp+mr4hR8c/lHsjo4aNarSzRkgfACICTLgp3udeAxDhgxBCFvBBlrXrYaNkcNbBJQlSvZxe4CIYrEYKzBa2i+fz3OJ2dChQwFwec2yZcuCINhrr73Y+aytreV3pdPpKrk/30+EXIwTJStN01y0aFEYhuyqua4rhHj77bcB7LTTTiiTXDRFbTsiGv7Nnz8fpeLY7XFwuzExwAkEqXdeeSElMWnIYJACAILwZd+KlTEHB+y5ByAhIMNKt3Zz4FoRAJw/E0IsWbIkmmpHROyy8viipaWFc06e53Fsprm5OTIbleW/W0IOBAPIZrN9fX1CCPaqec5Vb2+vYRgcm9quYb3xgtDxeDwqWdq+EQCh4DqQ0ujqmR7HniNGQ4VBGMIA/CDW3j0YaE7akB6wBQVUFaO8KivqKzs7OwHwpn1ExBrjhfNGjx7Nh7G/U1Wl+e83EucoSxRf6e7uzufzO++8M1ffNTQ0eJ73wgsvKKV4j6vtnTAM29vb8/n88OHDee267d0SkoCMI9Vch7CvJeedOHHKPvsegpjwTcsATMLg9sxBcWuXcWNhQgJkgLabISFQUhRfpjAMV65cyYFD/iv7qDz5Loq0RYmNyrT4vXi/ro/jTtFT7lF4FnYul+OZI77v19fXV0/K5UOyZs2aMAzHjBmDUs5zu0YCHgBTwPXdxcunmzX7jhoHqAIP/lx/SL/7qXGTRk4cD4QEyCq6M/8L75kMY8+Ty9MB8NTzlStXGoZRnnPiEllUjRT/i//BImS/lCtjdthhByFEbW0tF+k999xzmUxmxowZW7+pWx3Lsvg3clcahtvVCOm9UEAOgAEUvNw7Sxoy+XhdHTwHUKYEuvqTvZnpgwYjbgEBgO2o2ymvx2ItGYbB2bLJkydHebX+/v5cLjdo0KDa2tqovASlW3r7EGG5MZw/f34sFttxxx15GRIAUsq1a9dG8d/tGr4eCxcu/Gj8HKbkWyrAVG0dSaUwdBhMUQMBH1jfZTvO8IZ6KB/SM4HY9pMnRKmUslxIbAknTZoUhiHrc9WqVQB4ekRkAKO8d5XMkvkvZ90wDJ6FRUS8AuyYMWPYC+XpZ88//3x3dzePErdr+IouXLiQZ0uiLPW0/UJs4AjIFHKt7SL0MLgBAaViCgVgTXvMtpqGNQME0xQKFranPCFXjET5sCAIVq5cGYvFohgMEXHWd8qUKZzWZ9FGKf4qSVH8966PLWEYhsuWLeOqH6UUF6wVCoW99967SkrRB4TW1lbDMDi8ViXd5IfEAKA8hH7oB2hoxLDhsC3IAOmM6lyLmJ1sHAIVQ2iAQCFEotItfk+KNr2YXAFAwggEKcAALDJIIq+CdD4dj6eam5sRAIRC6K5oX2UkYsNHjBIhhGkAKgylMGwBKAWjOnqc97vPgiDgSnOllG3b3d3diURi+PDhUUl3VKzAy6oDoNJCwBUn2heBn1JpoZ5Nj+QADP+oZcuWeZ63884785+qKpC9RSgggJHHmmWOadk77g6KwwbMAuqcJYv/lTft2M4HwKuBG0cYiirM11NxRhYIBAkEkAGUVFChaWeAAjjHiafn/QtNNWOmTOS3yFyobOvZt19Ryp+643RAIASUtG1TmQgAyzT4YyvOfxRhGIa2bcfjcbbdYRjutddejuN87nOfmzlzJkorCPX39wOIlhsQQvCyAqyBbfQj3gteXIQ3bURpGMCLFPDK9lHcJSoMymazvu83NDRwzAnbvzE0oJLw4QfoSSOEGDoCNXUwAOWCnFyuO68Ig4YgVgvbhkmwwmqwDBuIRCIAwR2iYo0RSIIMoOhQSvStW49MfuK4sQgJHqCEiTCX7YfAqKEjSh+l+H8KVSE/5r/PouCiBMuyLr/88kMOOSQIgosvvviiiy7iLGJjYyMfwEVDjuPw8hvRAjuVgpchSCQSbK55cchCocCzWmKxGLc/2mECAPvbY8eO5SVDPgLR0RjQ6EnkDSxvTxXk4JHDkYohBAKg4Pd2dQcGYeRg1MCPw48htEBVJUIBiv4rvsTzkYWhRAzCBuIAFFBwYqta6z3MmDhRCSABM2mmEK5+eZ7pYeqEcRDRzV513s37zSfkmoPIGhx11FF/+MMfLr/8cs/zbrjhhsMPP5x3peO7WQhRU1OTTCYty4q8OJ5SWRF4CRAAvCuDYRiJRCKVSvFoVkrJq3HF43FeTQSl2Fq0XNX2nqkH2JIYCIBlay1ftowdCUsgkAgM5Jxsf9pOpjBoEGw4MAJAwqi6O1QAAmVzHQ0IAVgGjDhgAwhDIID0h3T0HjJo8D5TdyChYAAC6M3VdLoT6urGDh1eFGEpWFyEquLnvp87ykt0RStwAZg4ceKll176s5/9bPz48c8888y0adOeffZZvtd5dzE+jAUMINrzYNsTrcbFP4QXQeBdFriF7HP29PRwDTqAFStWmKY5duzYKDv6EcjXI2bCgFqzziLRMGIoLIIiSKA/E3p+86BBiNmQygTFIWIwqiJcWIYoeo9KQgm2jLC4HM9UsBWs0Af5CL1Bre2HNA7Zb9r0ULqFIIDvIecfNX7CsXvvD9uCiDzX4jATQOSZVpb/KMLo/oviGWz3hBDnnHPO3Llz999//76+vuOPP/7yyy/P5/MNDQ1cSeO6rmmavC7VNvoR7wUbYdM0E4lEVH9XU1MTi8Xa2tpeeeWV1157DcCgQYOiwtfly5dbljV+/PgqyeEOAKI4bOroaEvE4xjSAlKwTChCe7chxdDRo2EYgGkoaZEhZBWNlEooAyFBFdtFVjGJIgGCydIyPAR5Y/mqycocNniIZZkiaUAQFq2Ynmg4YPI0SOK4zLtHvAqoik72P4qQR3SO40S+ZX19vWmavKTxhAkTHnjggZNPPrlQKPz0pz/93ve+193dDaC2tpZNEAdFKhhdjEak5Xtj5PP5P/3pT6eccsq+++577rnnrlu3DoBhGDznZfny5UqpCRMmcKimSiabfRhCDh6GTk+mvy6VRH0TCDBMKIm1rYYQLWNHwgSkEXcIARBWmwgVSIkN8Rmj+I+AEqWUpiFhBvCycu2aEZKQTJmGEBAwSL32+qD+woSGRqgAQskNH8ofJ6vdEnI2k4d8hmHwXCwpZSwW43B/S0vLbbfd9vvf/76pqemmm2466qijnnvuOZSF9ZPJZAWji7z0m+d5vETkokWLLrroorFjx55yyilPP/302LFjDzvsMJ406LouL0fd0dEhpeQkIS/xWKnGDxQmAAQouDnfNWuTSCQgBAQgSbb3xEMjMXgQDAVhcOEXUBV5sw0QoAhUVFxROgKhAWHxWFGF0ocRQrmikG2Jx5BMhTIkSChpdPdMiNeNGdQMGfLAEjAIRmlN8qq3hACi5YoB8EIAkWVgdXme99WvfnXOnDn77LPPa6+99uUvf/mWW25JJBJRPU0kSF6tNXq8xc1lXUWfwLOkOQkRuc3ZbDZqZBAEjzzyyHHHHbfzzjvfeOON2Wx2zz33vOWWW955553rrruOl05NJBIcf1qyZIlSasaMGTznOlrCmTcA4cfRr9guEAo1nokla4VtNY0bCQphGAgDCNNb29Mkko1jRiJpwlRmbQoxKKvKRIjSCh2RERSQQAgEAqGABKyYDYOc11+trU8NGzEU0rdMywBBhrnlq1Ou0zhkSJm5KwZJFQAoCFUNpn+ziwXL14pjKe6///6PPvroBRdc8Oc///mcc86ZM2fOY489xrsU8uAwCIJkMsmPLcsyTTOfz0e5uA/+vTxvg7/acRzbtrmP4HICXhcZpdVH2trabr/99nvvvXflypWFQiGVSp100knnnHPObrvthpKzGk3+ME1z+fLlYRgOHz6cG2aaZjqdjsViiUQiUiO2u8yhBHKhWtfWb4bekNraJK+9ZsMwuxatoP58vKUZMQumIWEACJRKmEYVyZD9UGWYxgabxWEVUbRiSiIwSeVyOVeEsWHNHFoyICGV39Nnej5aGmFHV80q8z4VUBWdzmaLkNeKYzmxIGtra1taWv74xz/uvvvu//d///fWW2/tueee9957bzQ5PZlM8qiMXVkAm6tA/l6eTMzmiz8hm83yEq75fJ5nAHqet2DBgquuuuqxxx7jyNDEiRO/8pWvfPWrXx09enT5OqiZTIYlXSgU3nnnnauvvrqxsbFQKLS1tQ0fPpyz9iiZPi44tG2bdb7dDBcVUJBda1pzLcnEXlOQQgEyRYTutN+dbjTiGDmGI40ECIWEXU0KLFJMERqlh2zLJGACEqEVShD6OrvThsLkcbANENkK8MPu9taQAowZBkuBDLPst/GnVXuK4n2Ix+Mcvk8kErW1tVLK/v5+0zQvuOCCf/7zn6ZpvvHGG4cddtif//znIAj4ZmXRAhBCcMZ8C76XN5ezLCvSMBs9XtCuUCj87ne/22WXXfbbb7+HH37Y9/3PfOYzc+bMWbJkyaWXXjp69GjeD7lQKHDgtL6+PpPJ3HLLLYcffvhee+01e/bs3t5e27ZnzJjx6quvsla7urpisRivZRKLxaKAzfaUx4/H2/p7Og3PrYsBMBUBBurru3NpkYyhvg4kQKYNwwirxDsrQxjF7DwZgEFQCjABCxAEAVhQpgI8o3tdR5okxo+BYSAgkIF8ob+3x0zZGNrAtsZCsbsp+/yK/KpN2Nx187PZLD8o3w2cy2X4wbJly4477jgAdXV1vOpjT08P/6m9vZ03qEin05v7vZtuFsu7NIZh+Oabb5577rmpVCoej9fW1o4cOfKCCy5YsWIF71XgOE5vb+9G25G/+eab3/rWt3jfJZbZWWed9cwzz+y77768ms6NN97IA87yHZWJiGW8uY2vGH5A6eyKm3/96oVfoWdnUzZNjk/5DD31j79O3Pn1TxxFHb1UKJAvyaewNyCnynajUEQBUUCkSJEMSAbcPkWeVIokKZecPupc9+SxR903bgT97WHKpskpUMGlV+Y9lRq0Zq99qHclhd0kiSSRIo8oQ5QjIsqR6iPy37cF24LNFmG0WzcLwHXdaP/UiEKhcOWVV7L3eMwxxyxYsIBK23cEQRBpcgu+l4h6e3tZBp2dnU888cQnP/nJ2tpatlG77777zJkzef9kIvI8r1xC3IB777336KOP5jFhKpXaZZddbrzxRt5bhzuI73//+zzwO/vss7u7u/m9vu9HHceAbM66jZABuVnqa6W1b9Cqd2hNP63OUm+W3pyfvvbK8LabKZumfJ5cj0KSeaKQqGIbY78XiigstiokcinwKCAVUChJhaQCCgqU6aMVa+bsvd8D06bSv1+mQpYch7Iu/fnRf9S2OF/8POWW+9RFksgnkkUR5omIckR926UIicjzvPfcV3nt2rWRRInoueee4xKw6dOnP/roo3wM3+5bpsNo/+21a9dec801vIoBe6SnnXZaZPqY6Ct4DNna2nr11VePGzeOveLm5ub//d//fe655/gYlh9LTik1a9YsXuFiypQpr7/+evQ5/IC3RN+C9leCgChLPavpkQfo5zfRZbPo+sfo1SXU10ldC8hbTpT2ycvmMwFRlohlWF2ULFhAlKfAI59Cn/yAZECeQ06ButP06qIHJ+766L770ool5BSo4FG/m77+5qdahtL/XUjOUof6KCByiSS5Hw0RRkTbf2+0Cxrbinw+39bWdsABB3As54orruDDMpnMln2d67pPPfXUF77wBbZ7dXV1EydOvPbaa1kSLBIOxkbOZxAEL7300tlnn81m2TCMnXfe+aqrrlq3bh0fwJOwOMJEREopNp7Lli0bPXp0qrYm1dxyy10zpSIiUmHRBVDvNhgbnpb13CXHjm8iqUgGRB6RV3SvSm/bXMujNvr/IiFRQOSRDEgqCkj5FPjkZr35zz1/ybdvHDNy5pApL0//4uxRR/1+p4MfO+ur1PoKhUu8sC1PQV7JgKg/kNUoQsW+KAUkHW6eF1AhIC+gTI7cgLqy9NS8v4yY8uRhn6TOteTnqOBQZ6b14sueHD6GfvFz6lseUI4kUUjRJQiJiFyiHFHl/ZoPJcIPyMUXXwzANM0TTjhh1apVVFIp7yBHJUeRyoyMUqq/vz/Sdjqd/t3vfsd7dAOwLOukk0567bXXNhqXcjUPpyscx/n5z38+Y8YMjpoCOProox9//PH3aWd5YQ0Rtbe3n/3tbyFVh1jN1869MOqSFZFfdIlCRTLSHRFRSOQQOZICSSog1gMFigKPghzJXpI9JDN85QMifzNFqIgUS7qk9NI9mieVIeqhoJuyIeUo00a5Ppr36hN7Tv/zzpPW33Mn9fvUSvRiq7r0+kd3mf7M/+xLnfOJOjPkKUUqS+QTZQvV5Y5SdM4LAbkeEYVEOaKMpJyktEshUdqn39/z9zGT3zj3NOpeRmE/5XuptfPN4065b8gY+tNs6ughX7pEaaLimfeJPFJEXnV431tdhL29vUT0/PPPc7Zt9913f/bZZ6lsjNfV1cXmNFJU+UDulVde+drXvhatJjxx4sRrrrlm9erVuVyOQ0RhGG4UKZk/f/5FF12USCR4RlJjY+O3v/1t3mD4/d3I6Ht7e3v5yLau7l/dcU/t8PFAcuKEHVYsX6MU9eeyIUnF9k2Fruv6gWQdBp4ij8iXpGRIgUfSo0AVYwtBSNIhmY969CCyiR8cSUoSBWz3QiJSRJIUkUvUR7KD3F7KEaXJ76beztZL/u/fO0ygW39D+ayviLJE3UTLVtBPfvDkpCF06zWUXeNSEBKRQ+QR5XIkqyoyUxRhSDmPCi53QR5RQVLWI5+8kKjXpyt/9fiQkfMvOouc1SH1UqadVqx5af9P3T9xR3r2VWpLU5Ycol6iNFFAAfk+eQGftGqw/NvCEhJRT0/P0qVLeaHuxsbGP/zhD52dnVQW5OCnVAqcFgqF22+/ff/992cj1tLScsghh8yePTudTkfh2XKCIFizZs2jjz565JFHRoHfT33qU/feey97vxxDev9G5vP5yLsuHiyJPHpmzt8nTpzcPHKY0ZD40yMPhhQQBU4hEzg5CkIKizLIE6WJXCKHKE3US7KXKEMyJEmhJEdSnihHVChGCNSWxEHYDAaRW1v8FEkhUV/g5Mh3qUBuN+V6aPW6u/c74Pn99qQlC8jx2z3q84lCIredlr7w+Lihiz5zOLWtJPJdojyRT76suvAoKcU/MeeS20/UQ5QmypPsdftDIq9A1OXTty79+6jxK391OQVrFaXJS9NbSx+fvOsDu+5By1dSOk8BKVW8NB57IDJgD6Ia2Ooi9DyPw6cshjPPPJNn9F144YWZTCYIgvJ0BfufXV1dp556KoCmpqYJEyZ86UtfWr58eflnRjXZ+Xw+k8msX7/+yiuvHD16NGtvxIgR55133rp16zo6Osojtx8kqhmGYWSQgyAodPVRXlIuJBUcdMTBSMCqMS84/+xMxzqSLnkOuS7H98krSoxv6F6iDqIOol4ij4gCYvtE/UTZYoQg2KKemCP1fD8VRRgUzWIgw4B8ogL1d1J/H73+zq+mz1h+3lnUtpoybpooTdTlU4HaKL9o4acOnjt+MnW2kfQLRH1EaSp4VFBVMEZ6F5I7qkJAfpqos3hiZRvlXJIqG1CH3338GU+N34H+eh956yjsoUKaXpz/p5GTHjj4IGpfQ10dPCDk0KhLQUg+UcBORDUIcauLkKs9+THrcObMmZxtnzp1Ki+ZzC5rPp9XSvExN99882677XbjjTeyLKWUjuOwdYrMlOM4r7766oknnsjFa4lEYrfddvvtb3/b19dXKBQ4y8fkcrmN8oSbEkn0XQd7PvVkqOD66e5Q5q++8pI4UA9858unUH83BS55LqVz1JmmQklNHlFADlEX0XqiTiKXiAKiAlF+gxkMt8gbVUQhSY9knijP8lbFEQ6xj6sC8vKUz1F7N/39xV/tsveyn/+E+tvJJ08RG4QsdZG3vPOUUx4aNp76upV0OW/mFdtXTSKUpZFz4JIMQlXs4HpI9pHnkU+uovbCczt+4q9DJtCrz1FmPWV7KZ2mOU/OnLjD3K99mTLrKdNdPEsBd3yBR35YTSLc6pWQQgjerFhKyemEI4444plnnpkyZcrixYunT5/+8MMPNzU1ZbPZZDLJ0/MBnHPOOfPmzTv//POJiFe24wVvAPB0qttuu23vvffee++9Z8+encvlPv/5z8+dO/ef//znueee29jYmEwma2pqpJQ8B5InSbBVfJ928oNUKhVtGArLRG0CgWvX1ZqGuPgHP3jssQd2nzS++52lN5/73d7Zc5ENQQaSFmwFBNIrIAR8JAg877tYEW0AFmADCYQ2XAMBirNMP0zNBqFsNQoTIMD1IRUIsOJQFCjK5zw4HggxBdkL4SPpEwKrvy9n2QkEEJJqCAkgBgPVNpFyw3R4E8owQ6RCNBFqARsIyIMdAvn2OiM3tAFNDYABsuEpf+miHvhicD0soCZV/ChR/H87mt9bHautbYvVXnO5HBsr3l+tpaWlpaXlzTffPOGEE/7+978fe+yx55xzzs033wyAS8NzuRxXsaC0HwZXYAOYN2/eDTfcMGfOnFwul0qlRowYcdFFF5144oljxowhIp4+7/t+Mpl0XTeRSHBmAmW12v8J0zQ9z+Mug1+RUoYqjMXiPlm2MPJQ/XD3/cxnntx5j79efmP7rLkdi9zmJb34nwOwQwtZvgsVi9twFZSBELU2+INMgASUjQBwAAkYQBxIoFSJ/IHvAwEYMAgwSvMCFGCKUqGz6yJpAQJBCFNixPBkLOkvXwdlwymgJmXWAD7MUMFHd2v34KEjIU0EpsF71cfMEMqqpk1hpIAUIENZMExpwOftFhGzEYtTVsiC4cea5agzj5H5HMY2gwzkBZywxy/UTRiZHN4CNwejliwIA1IUK065Oo/M0tNK/8yt7o6ya+f7fhR7zGazkV366U9/yuo66qij3n77bSKKRnFckcPerOM4Dz30EMd1amtrY7HYfvvt99BDD7muy4f5vi83CetxroKIpJS83dL7tDOK1kopc7kcu8Ec9fCIHJIdfqaHgjz51NlG7Tm69Pbnhh70gDkl/+0racVyclqlt4yom0Kf/FLIRVHk83hEOaIeoi6i3mKyeIvcIVWMheZLHiiFRD6RT15fPylJ0vfWraZsjrqyM484/s877k7LV9O6NeR6lJXU7dLaDnrh309N3Xvx58+griwVAsoQZSVJKZVXVYGZkMghmSOZLw4MS+PqHJFyXeoPqI+om3LttHYJ9bdTZyct66B1aZr7j767f0uLn6FwPYUF5ZFSPCCkkKOjQRB+3KKj/4kwDP/617/yfIspU6Y89thjnA2PDli+fPkll1zS3NzMpqypqenCCy/kOrhtAEc9ojueiCiU5PtUyFFfmmY99OKen32iYdrivT9Lf3mEcsuI1uYp20NejuP+/OagGBVQityAsm6QDwIeDSq1mfdASdIB5yN5AMcDJ8cnJUOSriyQcskv0LJVwf1/+cvEaf73v09dK8nroTWraX0PzVvZdeyZcybtSXOeoGwuyOeLeY60u/kpk62LKoaCg2KNSxSFkuRyNDrTSq1r6I0VdPWd4Zcvpa9fW7h2Jj09j95+hzqXU3YxyfVeppMUhaqYqScWoR8EUS9Wad61lP82tsAojcRWrVp18cUXP/DAA4lE4qyzzrrqqqtSqdQ999xz1113/etf/+rr6zMMY/r06d/85jdPP/100zRd142WHmZ/dWs1kid2l9wYi2f2GiGMAEEeocAbK1797mVy1brEoJrdvnUKjjwEQ0f4ZkpBQRoJMw4y4EoIE14I20K8OMghgCA9x00mN2dWFwESEJBmcSUKA4ixLxqGiFkeVAA/AdMihQBoa3v1ku+vXrGwbt+9PnXs52yknNcX9j7/+htvvbHn6V8Y8vljMHKEB9O0YwIgR1pxs0qGSSUUIQhgurAAJAB7w+IUjpXrg0Pu3Q/ece2t4+qHTRs2rssrvIlch9d73KH77njxuYi7vlSxwRNzrlUTtwEoARMhQgKEtKwQsDas/1QxKibCaJjn+75t252dnXffffd3v/tdlKYgJhIJniN/4oknXnzxxbvuuitK04i23U5sVLb+LFNc2iQAfCfXnUwmUPAWX/mLF/8wa7f4oF2POBLfPx/NSTQmYZnrc5lBtS1xaSLjIF4DAZgUmpAmBCjGnw9jM2764h70IBt+JEJEK8PDgQoh+cWYAmQeXvvLv/vdgkdeSuQU5cKQ1Pjp04YduPsOZ58U1jZZiCO0YRqhQB6wgPi2iRN8MAhhgCCEFcA2gBRgEkIBAZgqh57e/J33vvzoPxp33mOPr52FkUPgFpB2/n3/n168847PnnjUhB+dh4QdxlryMtbAOzBagODuS5Cw1IZlECtJxUSI0tTYMAxN02STePXVV//gBz+oq6vLZDKxWOzaa6/9yle+UldXF4VnePlQAPl8PgzDrb5DMM92peJeCCQAwStBh34+HauLZyhdLwykHcx55vUf/jq3vnvCcUeMOPtU7D0NtSZZVk4pO0+JRAMCAShYoJgZQIGCWEiAgGVDfOBYiAJCQBRFyPY5jo1ECAACXtwXMTOAmYbnodfEyg7kXTTUYsQQDEq5STsPs0FZFuLSgMc7GQI1KMaTqgFCqOBJxALYAkix/2DAJCDII5v72yFHNdY07PuHP2D8KLBL4QA5743zvv2vV58989G7MGlszkwZVlMqLJ0vM4Tgq2qpKjCDqKwIUQqHAujt7a2rq5NSvvjii08//fTEiROPP/74KLbZ1dU1ePBgAFwaGi3Xu7VnuMt3rz8m+I7n259CkIcUCrmeVCIJR+HN1Qt+cv2ifz43bMr4Ay84C8cdjtoYDAErCWlAmICxoeMlxXKCYeCDL5lREqG0EZRuqmKUVUlAeZYRFiP6iJMQKgy71lmpJJSAEIgJGAakgB0H4BHisWQII42QYMUAQUFK2NVwXxbhk0wxadgULU3BS5H6OTz/wuNf+OpRZ30d3z4fKcNvjCsgXN9em2jAs6/M+vZ5+5/3pXFnfAVNQ7NI1slSYNoIAYIQUlhUHdHRirkeLD/btvP5vG3bdXV1tm3btn3ooYfutttu7I4SUaFQSCaTgwcPzmQy9fX1nD+INprb2mtM8OJ6VHJCTZS2kzYAWDAM5bswa2ElkQgxduhOt/5iyCU/Xv7aa3f/4LK95/176kXfxJBB0s2grt5XUgQqERowYlBA6MMSiNubdwuIDf/yYn3F308ABIRpKqkMIWAJkIAA2VbzWJCEdBEXMOGGXhCoOisOX8QtEwQlQAgsqAQMS1RTgoKRBKEIkAKWEa06A0iseOWVupoEhg+GDdSlMl4uHo/XDRuGrINJE0G0esGicSIOCSFIGsJEScDs11jFbrDinU7Fznk8Hk+n04Zh1NTUWJZl23YQBIVCgbeUYfPI60EZhsGbcnPywHXdbbZAvUAYg5eAE1deTAWmDADl2cjEsT4edttGwY4nU81Onw+zBqNHYkhyyC8vnvHlI0Y01K2e/WTbJb/A/OVmIp5H4BimHY8jiKEX6AGyAAQs2ux+WAAbDVRpw61pCduSoMA3Q4kAUFCGQTEbyToSCeWbMaveqG3JC4tiJn9UjNAircaAYjI0itulVBkGCgJZoCAgI1ciKKha2x7bgiYbCXJNQ4WUgq0KDkihJm7XJOMh4BH6cjWG8AQKbPUInG/kvcSroTqhYpbQdd2GhgZOGHKEpre3d+jQoVHABkBtbS1vL5NIJHjoWL4bKS9MGOXWtyIEkCoFUZSE4QMClgIMw8xkCg0NDRAowCDbrBFInXPOp6Yc9MyPf/7cy68dse8uDXsMr7fjCLyeVxet+/u83gUrpeM0jhky9pBdBu8zA8NGwrJgGRJm0dJSmcUr7UkUvRZtbGJulOcvFFCTAsE2LcsgUSoP4W3ATMAWlmFbABTgKBk3TITwwyCVsKEEyIDrIJEs+6YqwQSKy09JgKAAAyqElUgaiZXtXfskkzCFgaC2JpUtdDcmUujJIZtBLObCgGkiHoeEFdk7YcBSMAwunamG31oxEXJ8hS0hvzJ06FBssn2FZVkcldk0FcGLwWzlZhqAXbahjwEgXioRE4AFpOpT/CQOwKyXtSlTWThozMEPHrTixccbjtoLSQ/Z3p5r753921nDd9137I7TpQjC7rbnv3N3y6ihB135E+yzhyTy7VojMOJGrLgwtF1aVEwomJHnafD/vWskwx5V/YbuqegplB1ZHgNMAknDNAFhw7JtEGAaAGDVlkrsqgcLwoAy6gTiAoAyIUESMkTaH9k0Lo5mtDvoz8diQc4iK6Xg9YN8dLb3Oc6ee+0BIVFrCxHGfAsKsECWkbMMAHVATFZFeLR6wtHVibHputTmpqOI6J4nwLQggEYgVTvk0weh2Ybf3f6nB/9116yvffkrOON0NNbDVIC/519mvPLbmxbcfudOI4aZU0YZkDE7Ab/0tWXfSEUXkYvVDIhNRjLveRuVSiXNd7+y8SUX2Izw7LbHKHoHMQEfSgKWGcJUSMQweQfPTr3yxD/3OeGzKPipmkLCtOE4IAsL3nKEaBwzBqZBggAUt9kg+EAeMIE6VUy6VlyEVXz2t0cUUABChHH01yA5sgUEdMpXZj0eHzsWX/kcJg3B6AYMa8SgGpz82QlfOvG5J5/GS2/ApRgpAeXJEAZgggxQcbcTKBgGDCgD6mN2vQRggEyQAR8IYBQgMjAoYYBymDJy35OOmb9iKZ56HmvTiXQKWRMUx5tv/uauO1smTGjadz8kawVMz/WL/Zoo+i9W9PmVViC0JRx4whAwfQjfkASJjIt32vyVfQed+b8YM0xBucKKm8h1FxoG1Q0+6fMtv3mg77n5TccdCXJRk4wlLRCCAMIsGbFof8zqi5hsbQgoFikVA09GCIQgCTQOaRAujfvSiS1vvn7X726ZMnnyXp/Yrz/Iv7xw3opVK1MjR37pO99FTS0cD/F4LGaX8hMAECud2GpQILQIBxgDqDM81zGQqoewfA/SwpKOIdSQGjwcsZhh1qYCIEBD3QhYDlpG7Th4TMfLbzT5SiTMgpO1kk2mgDKKw04IRVAKhojc3aoLnGxFVLFAqDgjjGvWfAgPRh8sv9A2bOzgE399/ao771v68rw5t85a1rF20F47TNtzn8M+czQmT4UMYVhQZrR5ARnFKSzFU2ioanAGtQgHFKFgIhSBgcCGkGFoWnH0O+SpRF0jDAumyGXc2ngCNiTipghsH05XD5SCbQeub0AZMDYKQhFA0b3ysVEgSrFhTqmbxKlPQwEhVAgjqE0F0rcH1Y0754xxXzkd2QJqkrAd1MdhWAglkrUwrTDvW7UJaUSRZsT4LApVJSdTi3CgISRicd/zEI97CZFSQHNTLlRB3rNDP7SCoDmRLUZ3yMw6/dnM6NHD2FMSqbiEMorzawGhQEqIYtm2VSy1+RjpMIrrmgpQEIS4QMwyPMCDTMaafPJsXyGmYMdQUwsAdi0EELNgWzAsKMNzA6smEZaq8GMcpAFgVsu5rLwt/mhhuK5jWrGYbQuADBMGYdzIoCbV3tYGp2DBMZFXyIZ+X1yGyDqOUMN23gHKhSFMI64AQaAghFKQKto4iAAyqyKevi0xoiBKqUoGEiJAgowYYEOEwvTjCdSnEJeos2ATrBgUwbbDWNwLQijUNNZ5rgxLFYgCG7YGrZKtN7QIBxgSNsEgWYwlIGZjwih7/PCXn3sBXgAvXx/0NvjZeqWQdrJ/f2qtlxb/cyhslYYKYbjkWsIQhrXhtlPFbcB8QBpl61l8DBCARTCjkTDfrQoIkVR2HEYS8RCiAFFIJLyYifoEbBOpWg+GB2ElY7ABIJ4w37UhaEl81aBAaBEOLASYiZgEpJQCMCUBAkMa9/ncMas729689Q9YtAw5HxkX/Xk8/cr9N9+6x/98GjuOQ3N9iJiCYcIUAEJZKkYjqOJF4mryj1eINKoUjWyitUGKQhlcFC9hhDA8GB4MmAZK62BIvMtxMKLPLL1YJSdTjwkHEo7mGYAkxAlJxJBzYacGH//Zvdcufu3Z5zqef2766FHNDU2r13QsXLx+8oTx0774OYwb4Rm2hGVDmFSygVZp9qCCxXvTAvgYXjAFCEgDASAFBJA0IVTRpTSFAVF0Ojh8CpQldbAhD2FuMpqmqrFAFZ7K9BGDgJAgBGTgx20BguzPmolGhBKhg/n/oocfW/3v18SgBqO+ZdDIHVKnnYqWGBqtftMMkEhCxANhmyaFSsQMUAifby7DFwaLMFEFVf/bDu6GDOWbhoNiEWySZ2/JUti0JDlRqmonAzmAgAQvOyABA56BELD5lbA4iyKojvJRLcIBRQEOEENoBtKABAxFCceCacDrgwqxei1swuAErASMQYCFFGBTtxA2UjW+sEKBBAIDPmAhjLMDahowDS75tz92IlQwlWsYhZKXUcuJPmWwCDfEWjjwYoFMeIDiKl8q2tLQKK1RUloipHpWW6sWi/zRwQQULCKCTxDKiKmEAQE01MEwVl1/U+73f4SXk0mgvgYNtYjFXRI2EgkYVljs1T2gABSK5drEERprQ8nHxwfFCxkASkBZQKy0TW/RTQUCTuiLd4VZjLLBI2OWLyfD80S32Y/4b3zMrunWhssxDCAUCc9IkDKAwIQXR1egYCQ6X1r88qy/QcVlsilt2O0+AlimEUvCilMxaidlsci4gNKQRgISJlWF71QJyADFQAmoFJQlFQIFUiAVAh7gAJ5A1Evx4NBmrRZlrASUCSWihP3GZfmVRItwICEgEAhUMQ9FgRlSMVJXb8ewfFWhvWvKqPFoHBEg6UpVE4eCMGDZABzFN4eiDd02r0hXTA8SxMdt6FDM1gsDwoJgMwj1HlNbeLJn5KmLqCYmerLRal0lt6IadPixC7ZtbQzAjBlQIWDBLK6ObcOJ+R56O8w6SYNqYNRYSLYYyiQJIYgnrSYNHqvYJpLF6YRGcbkYo7QiWzXcMtsUo3wGc9FiWBsq0CIPUwDvdYo2sTHiPR9WGC3CgYcERPnqNAhj8OD56Oogi+qGNQNxAZhKgkKYcRHdPaWrEduw5JlRPcX+FcLAprMiSyfkPSd2/pdXqg/tjg4wPLIr5qaoLBgg0b+2VQjRPGYsQIoAo7gak+ZjjraEA080+jAJRBDCgDJAomP1ak9KjB5ZTG0Jo2oKpzSVRFvCAUaVF0MRLAUbBhQQqt61rZ5UGD4CALugclstG6epZrQIBxK1Yf1BAyj6poKA0IAvcz29yrIwZDBXWkkYMC19CTT6DhhgqLRry4YnBCiB7j6ZzVm1NRg8iCPm7JFqf1SjRbhVUGWWEAqQBvozwg9FTQrJBASUQqjC6qkh1lQQfRMMMLxIMAGKFEJVjLxIA6tW5/r7x+28I9w8lLRNGIaOimkALcKBxSimlRW4zMMqnV7DRC5Xm0o0jR2N5iZYpgGEYRhWsrGaakGLcIAxIRSCoLguRVjMLAsjs2RRLp+WtUkYCkoKBcvcmvubarYftAgHGBPKhCjuYgiCDAMJCCOfTdfV1QydPAFxG5YJUdpJUPOxR4twIBHFAivDhEkApA9S0gIEli1b5oSuOWwwbANCgSCIpNahRlfMDDRKycAoblNjwAAsSxmAQDrdZ8djaGmEDCEJiXjMEtBVaxptCQccoYg3MgsgYRoQygeC3l4iah7cjGHDkIhLnjcYaAVqAG0JBxxhGFyUpqTiLbK9AvV0tv36rTf3GlS7r2EDlpmwIEpb7Wk+9uibYGAxeGauBSNpJkgJGEatKV99e/4bgHPgoYg3hKGAbSuSVsxQul5Go0U44AjDAgyDhIChDBMCCUusbVvfCRiTpsC0pSTAIAEhoHSEVKNFOODwLrm8hp1hGERkmuaiRYuEEFOnTlVKSSmjA5SqntWGNBVDi3DgUUoREREJIVhmixcvJqIpU6YQEW/TxVLUaKADM1sDpZRhGGwSTdMEsG7dOgCjRo0yi9mLoiWMnmo+zmhLOPBE5o7NYF9fX19fX01NTVNTE0rCK/9X8zFHi3Ar4nkegHXr1uXz+REjRtTU1PDrQRDYtl3RpmmqCC3CgUeUFq0IggBAT0+PUmrw4MGR8PSAUFOOFuEAQ0SWZQHwPK++vt5xnKVLlwLYeeedDcNgB5VVqqWoYXRgZoARQnBoNBaL8dP29nbTNIcMGYKy1EX0WKPRlnDgYS+UzZ1lWUuWLCGiiRMnQotQ815oEW4Vougoi1ApNXXq1I3+qtEw+m4YeNgRRcnWcZJw7NixKIvZQEtRU0LfBwNM5GRKKYUQvb29fX19yWSypaUlyh9GmXodm9FAi3DrIYQwDGPVqlWO40yePNm27SAI2BJGJaNahBpoEQ44UQE3G722tjYAY8aMQZnkIhHqAm4NdIpiK6GU4pK0ZDL54x//eOjQofyY/xoNGhOJRKVaqKkehA6UDyy+78diMc/zhBAstnQ63dDQUOl2aaoXLcIBRkrJNtBxnMj0aTTvgx4TDjBRp5ZMJqMhX6FQqFyLNNWOtoQDTxiGpmkKIfRsCc0HQVvCrUK5DQyCQKciNO+DtoQDDO/yYultJjQfGG0JBxghhGVZROT7Pndw2gxq3h9tCTWaCqMtoUZTYbQINZoKo0Wo0VQYLUKNpsJoEWo0FUaLUKOpMFqEGk2F0SLUaCqMFqFGU2G0CDWaCqNFqNFUGC1CjabCaBFqNBVGi1CjqTBahBpNhdEi1GgqjBahRlNhtAg1mgqjRajRVBgtQo2mwmgRajQVRotQo6kwWoQaTYXRItRoKowWoUZTYbQINZoKo0Wo0VQYLUKNpsJoEWo0FUaLUKOpMFqEGk2F0SLUaCqMFqFGU2G0CDWaCqNFqNFUGC1CjabCaBFqNBVGi1CjqTBahBpNhdEi1GgqjBahRlNhtAg1mgqjRajRVBgtQo2mwmgRajQVRotQo6kwWoQaTYXRItRoKowWoUZTYbQINZoKo0Wo0VQYLUKNpsJoEWo0FUaLUKOpMFqEGk2F0SLUaCqMFqFGU2G0CDWaCqNFqNFUGC1CjabCaBFqNBVGi1CjqTBahBpNhdEi1GgqjBahRlNhtAg1mgqjRajRVJj/B+zHDdHnspQ8AAAAAElFTkSuQmCC
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1c(COC(=O)C2C(/C=C(\Cl)C(F)(F)F)C2(C)C)cccc1-c1ccccc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCCCCCN(C)CCCCCCCC Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COc1ccccc1N1CCN(CCCCNC(=O)c2ccc(-c3ccc(C(C)=O)cc3)cc2)CC1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCC[N+]1(C)CCCCC1.O=S(=O)([O-])C(F)(F)F Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C=CC(=O)NCOCCCC Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCOc1ccc(NC(N)=O)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABK80lEQVR4nO2debgU1bX2311Dj6cPh8OMgKg4gjiAMigixnkkwTlq9MaYObnxJn5JrjGJMeZejTcTRs2XmHzqdUgUQVQ0ohJEcAAcCKCCAQEZztynu2vaw/r+2N1FM6hIlIK4f08/UKe6untXd7219l57rbUZEcFgMCSHlXQDDIZPOkaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAnjJN0Aw78u9CGPZ1v9rQB8EuzEv/4ZGpLhwypw517yLwEj+qSeumGXQQCr/bsj+z9hGBEaDAljxoSGjw8FWLWh3VZYdc/G/35CMZbQ8HGg3mMb24htK/l9EqVoLKHhI0dts4E6r8tWmqT3VOknZqz4SbzxGBKC1VRlbXnh0ZaOUbXFM58AjAj3PHzfr//T87ykWvIeWKi2yqp7sNqGE0VCbytSdcbukyG47WFEuOdh2zaAUqlULpcBpFKppFu0LVYu1xCGHLC05JSylAJgRaFKubrBVhQKAEaHRoR7GEEQMMYAFAqFhoYGAJZlcc6Ta5F6D/8nokgAYMwGwWKWxSweIeVaIEQhQEinc4AThMEnZfD3HhgR7mFkMhnHcYiIcy6EICLGmOu6SbdrSwgg5LJ5EBzbFqK6W/Dqs2GgECuPLCFF3YjxE4cR4Z4HESmlXNd1HEdKKaVMep5Jbdce2jZK3YIBpOB7ACGbQeADhEKDxSMAiEKVyeQY7ARavdtgRLjnUd//5Jw7jqM7qEmwvY4obd6wbQeA68B1qmbQYtWnXAdRCCILgB4u7oLm7p58cs98D6VUKgFIp9NSSqVUNpsFEARB0u3aGilAhFwWMx95btMm7jgAgRRSLt56szJr1mL9p+sABMv6RF+Hn+iT3xMpFApvv/32l7/85V69evXu3fub3/zmhg0bMplMci3SxlASFAAiEEAEy4b+80fX/+qBP/+VSzAXEggjPPjgvF/8zwOkkEqD2QjCwLa19bQ2d2s/SY5SEzHzEaM9JUQkhLBtW9/jwzAkolQqFd/ylVKMMd2N1H1L7VyJoghbzjoIIRzHCcNw3rx5Tz755P3339/V1VUqlXK5nOd5U6dOVUr9+te/ZoxVKpVcLscY0x7UdDqtX/vxni8ASEAoOBYcBRABhEoA14ZjIeID0pkDFaAsBCEyDN1de/veMC5g2VAkLTciSIYsqm8FfVlqGX4SfDVGhB8xvu9ns9mtPJbpdDrellIC0PKLXSx6vxYqakouFovvvPPOq6+++sgjjzzxxBOVSiWbzeZyOaXUZZdd1tjY+M4778ycOXPq1KnZbPamm25yXVe/rTaM5XJZz2F8nMSxLz7AFWwwB4BiyOZACiJE6OcivzmKYFtwXcgQ6cxeFvoGPkgh38BsWDXFfUL7ZUaEHzG5XE5vSCmjKJJSplKpVColpWSMWZalp9q3QhtG/VRHR8eaNWumTZs2Z86cV155JQgCIQSAESNGTJgw4bTTTjv11FNd1w2CwLbtuXPnnn766TfffLNt2z/72c/05+r32RV9VAJTgOWASQsVwFfIMpa3YCuAbMt24Dq5SrHh7SXgBKVgO+gqtropuClQzd57oZ9PN2wdLPpJMIIATBbFx4F2mbzX3J1SSouqvs9JROvXr587d+60adPmzZu3ceNGvT+VSk2aNOmCCy446aSTBg0aFB/MGOvq6mpqampvb3/++ecvueSSUql09dVX33TTTWEYalMcBMHHrkMCpDaHXUAZYIQMkFFIdXR39Wjsgwh79buqIX1wJtNU8t7t1bsQRKK1tf3AYQfOmfs56UKilEvBgsMoCwCMAwpIg0AM+IQokQwfNUqp+j+DIKhUKnp//VNKKc/zZs+efeONN5500kn9+vXTv0g+n99nn32uvvrqZ599Vh8ZRVH8QiFEGIZRFBGR53lEFIbhM88809zc7Lru5z73OX1kS0sLEXV3d3/Mp0rEiQQRcaIykaeIKyKhSEgKQvJKNPrw79/9h0qpkzo7qLWVurvpu9csHzf6dx2tVAqIE1fkhaJCkkgSkSSK9JYiUiQ/3vbvHpju6EePHphFUSSEcF1XDwiJSPc5lVKbNm2aP3/+9OnT58+f397eXiqViAjAxIkTL7744pNOOmnw4MFE5LouEXHOY5tZLBYLhUIqlYqi6Jvf/OYVV1xx+OGHp1KpY4899oEHHvj0pz999913t7W13X///X369AFQKBQ+/rMFAChHjwarWRIEKBCHDUge+v4GYvvl8iCAJAo9nF69G3INYCkIEkpJx87WZhytmm+mfvb/X32smOw94F+PIAiUUlJK7RHV+L5PREuXLv3Zz342ceLE5uZmANp5s9dee1111VWzZ89ua2vTYWia+m3P87q7uznnRMQ5b2lpmT59uuu6+Xz+ySefJCI9+HzttdcA9O3b95xzzgmCoLW19eM/XUkUkOIkiATV7FagiJQgHlBQpMMO+s6ffrea+8Qj6uikcoWu/vbfRh3+s2IXhUpbwkARVd+BiIgTSSKuKFI1q/ivjRHhR4x2clKtU9rV1fXQQw998YtfbGpqKhQKeorCtu1x48bddNNNCxYsICLOue5e6lcFQaD/1GPL7X5KsVj87Gc/6zhONpudOXOm3sk5X7JkifaInnfeed3d3e/18o8OTuSRlBQRhTX5UJnIk5JURKJCIw/4j1t/uaRSIi4plFTy6Mc3vHz6aXcEAXmCOEWS/EjUZKyoToSBosCI0PCh0df9qlWrTjnllEMPPbS+0zF06NDLLrts5syZeojIOd8JkcQWMgiCb33rWwAKhcK9994bH7B06dKDDz4YwKRJk9ra2uL9YRiGYajN6UeGHhNGRAFRiaIiUUREnKioqNzZGYqAbv/V8peepygkTlFIkS/osSfk//tTRxBQhROnSFHgh8H2ROgZERp2Es75oEGDGhsbU6mU67rDhg2bOnXq66+/HgRBfIDv+7H12wk2btxIRJ7nff/737dtu2fPno888oh+fyHEwoULhwwZks1mR48evWLFCiLSfWOtwDfffPOfP8cqiohHJOukGJEQqhK2lMM1gqTfTX+8rf1/bnj3nZXEicqq5At6aHrlj3d2BAEVfaqI8hbdUWMJDf88XV1d69ev16bvyiuvXLNmDRG1tbXFCimXy/HBcd91x9nKxVosFn/wgx/oj/vLX/7COdfv/49//GPAgAGu65500kmrV6/WH6QtMG054PznCIjaiNYoWkG0iWRVSIoiThsqYSAqdPbxT+3dcO+0u6hcoUBRWyf9+3/89d8un9nZudkSbk+E0owJDTvPb3/7WwCHHnqo/nO7Fk8IUSqVdkIMnufpV1Uqla6uLv1Wt9xySz6fZ4zdc889+hNLpVJra+s+++wD4Oijj163bp2ez/ioiYiKRGs5vaLoTSKPC5KKBElBLZyIV+iEo544dMBLo4c9t3EdVQKqBHTlVTOnTL7P9/QoMlDklb1iVcBERLrDLBVxVRtl/mvzr+78TYInnngin89fddVVGzZsUErp+BU9HguCQEeKElEmk9lu9Mz7k81mtcMGQI8ePaIosizr6quv/t73vkdEl1xyyU9/+lPXdRsaGnr37j1nzpwxY8YsWrRo7NixbW1tADzPC8PwIztVcmXUqMQgB0MY8oAEC8MoCLlfCsNKyCOFvffrde6FR+Xyhf/66UpLAArpVEOh0JMxgOBFnoLIZfVMff1b19en+RfnX/8MdzG+73d0dFQqlSOPPHLAgAGWZb366qtvvPGGlNJ13Uwmo2cRHcdxHGfnUpB83xdCxPFxRATgP//zP++8886+fftee+21V199NYD29vYhQ4Y88MADRx111MaNG8eOHbtkyZJcLlcfyPrPQrCZvoYaJbIExiw7lc6knHwuPShtu7aDf6xZlu2BX//2sDt//8CcpxH6UNKJQhn4UAqO41hggKopUNUlUHwiFIhPyEnuSsrl8uLFi5uamgYNGqRjYn7605+OHDly7ty5XV1dABzH6e7uLpfLUsqdCyvTwagA2tvbdWZGqVSqVCpXXHHFjTfemE6np06d+u1vf7tXr16c87333nvmzJnHHntsV1fXGWec8eKLL6Km248ABnJANiRZXmBzMMAhifZN8Fvht4NCRFEY0br9D8Vl/3bRTTfPKHWjsdCzsdDMGCwLKStFkCH39bttnqD/JAVTGhF+xMyZM8fzvNGjRw8ZMiSKolwuN23aNCIaNWpUJpPRKRSNjY0NDQ16+8MihMhmszqqWwfEVCqVQqGQz+cBnH/++ffdd5/jOLfccstVV12l41cbGxufeOKJsWPHrl279qKLLlqyZMl7Z+IrQABiq5R5qj4UQRA4gUuEElwyVEJwQCor7fRAlOMVLFmEx6fhcxe+cvQR/0uExh6ZVL5oufiPb+/b1r5xxjS88w8uVUZWw7WFJMq46brio0pvMNrZwNHtC1ht7yEIIYHXTpATfIKgzS8JgXDLl2z3bf8pjAh3HlErYOR5nlZUFEVz5swBcOKJJwLIZDJz5sxhjO2///59+vTZahC4c6UKdX6gLvek30HLTzemUCh8+tOffuihh5qbm//v//2/X//613UaRzqdnjFjxplnnrlq1arx48e/+uqr+t10nn68oUgQ+UKUpQihiEfke0oqKEBCSXAfFR8ljpJAWaDULSqUQijQ1obZs/DNL2DEPosnjJlz9Vefe/aZ9ZVu6/XXUSi4lUprEKJPf3znO1+47tpHIA+vhLa0oYCQuh3mAm5QFtDJiEICgCDui51cX63+UUVLRQIc4IDUD0Io0SnhCQEhIFCR6JQIFFTtptNN6CJwSUJRSIg2i5FASkgRKRmB5LYfSjtuzhN1C+3BaBdlPFsQTzYcfvjhAP72t7/pnT/72c9yudyFF164C5qke79EFATB//7v/x555JEALr74Yh3wracKL7jggkwm09jYOHv2bL1Hh9QRUVdXl56gI8V19DSp6v+hijjxkGRA5BOVOHV61NJNGzroD3eH5188f8DAO3KpO3L2A83pJ8ePeOerl9KsB2nFaxQU6ZQTpv7PLQt4RJxTqZtOP+lt1/rLRRctae2kiqCQSBF1tHWSoEqHJ4Mykcf9DhIBSSp1+fRhwxkUkaS4/TX0VKaezYwfXFGZ04aIurigSJKgoqA2QVIQRZJCFQlql9QlFUlJkipEZVK1AL3N4eYRkax+rtz8oVt8/vtiArj/KXTqug7LFkIEQbB8+fJsNqsFAGDWrFmMsdNPP30XNIZzrvuf6XT64osvdl33m9/85v333+/7/rRp03zfD8Pwd7/7XXNz82233XbuuedOnz593LhxOkw8iqIePXooCRFYlgVmgQA4gW1LgNvMImQBCwJ+F5YsxpOPYvYTy99csYbD87AhlyuOPmbgmZ8+aNKkkUMGI2XDr6C5Ed1FSBVAIvAQCuQL+NUd+w4ffmtj4XBb4r4/VCZPyQuJvn2awgC5piyYEFGnnQ7AFFQ6n9+pVKz6XmzVGFlg2+n0MVgWmIJlWSAGCw36HAFYNsBchWbSPXQLsFIEj8VvywCywHRRj7r+PW1+9x3lQ95nDFsghNAmUUoZBMGsWbPS6fTYsWO1hZRSFgoFx3HWrl27CxoTh6RpeyiEePrpp3U6xeTJk6nO6F1++eUABg4cOG3atNiGF4vFzWFo1WjsiKikqNOT7a8ue/13f5j+2c/+YtTIm4Y0/66XPW2gu/DAPisuP1fd8ydav566Q2rxqJO6fSoF5AVEoaSyR397tuPNZSQ4CUlc0ZqN9NwL9OJL9OPr3h3U+5Z/u+SloELtHdRZ1HP1ns/XEa0laokqYW36fmdRH/SofXNEZUm+kiQi4j5FPilFgkhIEpyETyIiQVFErYoiyUlEJLkiRdr8SSm3fecdt4RGhDtPPAsfz7l/9atftSzr+uuvV0qFYbhy5UrGWN++fXdNezjnWlGc8ziH47XXXhs8eDCACRMm6Jwp3exrrrlG34Ufe+wxIurq6tIarpTKURDqK6izs/2vf33ia9/46sgjj3BzBaAB2Ktv/1NPO/V/fnLdG/OepnIndXVTaxd1elQh8okCojL5PpVD8sqiGKpAkPSDSBFxQWFIQlIoqbWL5r/ARx54R4/UbSdPWNyyniqC3i0WW/1VnNYpagl5OyniwYcVYdw/rIXIKtrcUax/qLqniBO1E5VIEHGS+n4hhY7hCTgFAXFBnMo+rVcUKUVScqXiXqlUStS6uzwOu6tG8e1AsIER4c4TR4HFJmjkyJEAXnzxRSIKw/BXv/pVOp3+zGc+s8uaFLdEjw+VUlEULViwQDds8uTJra2tsT6/9rWv6bI0v/jFL/QeqUKi8oaNb9111+0XXjBlr70GAw7gOk5DrtA84YRTf/GbO5etbAkVBZICQYEkjyioPcoRdfkUSOLEOXULalO0UVGLok4ir1QqxZe+IBlIWvEmHbTvvWn877nnbFixikqSKhQEtLHE2xRxUhR6HzZcRtbaUrv631+BiigkkqpehKRIEfdFRVDEKQokhZxCRSFFIRUVRaoqsIBIS5Fq4q//6LglRoQfJ/qKj7tz7777bjqdLhQKcT77pz71qXQ6fdddd+2CxtQHlMZNijfefvvtAQMGABg/fnyc6S+lvP766wH07NnzjjvumDdv3n/fdMN+w5qbe4PZAEM6lR956FHf+c4PH3vsaS9UvGoneEhhu9/ZGZQq5IVUDKnoE28vCy8kLklIKvuq5HUqKiraFIh3iYpEkV/muu8WlEs8Iq4okLRgIY06/GmGu885Z+2Li6mbqE10lgQXFDs/PhTbE6HaRn7VI3ldZYCIKNJSEiGFEYVUEtTOaWOFOiuidpdRMqJAUFlRp6JiJD0/DKKqGytS5G120mz+lA/GiPCfRQ/Aurq6FixYoK9y7aQhor59+zLG3nrrrV3TkjhLo1gsavmFYaibV6lU1q1bp+3hIYcc0tHREScr/vSnPwXAGGtoaABDKo1evVOnnHr8H/7wh3+8vbZSFkFAiiiUIqIwpEpARU4eJ49TEFKZU2dJbApVIIiEIq9ClTLpG4Lnd+rcwiiskCIR6CjtiGREgpSkbk5louUr6bAjngB+f/Y5b897mcqKAqIgIpIk/qnuaJ0I1Vbyi4g8ojJRFFs/UoIHVOmiro3UuoF8rji1B7SpPWxt6aKOErV20dpNVPa1bCUn1V2mrg4qFykK6opxqFowutzRxn/sIgyCIL4f67FKPIKqr5uid+ocHyKSUsZehPja2j3RAy0iuuaaa2zb/v73v6//nD9/vuu6Q4YMSa5pm9Ff9fLlyydMmABgxIgRq1evjp897rjjAAwdOvTLX/7y3/72rM6TIkU8qs5ScBmoarpDpD34uoqMkJuTH2pXYe3eH9sfUffgRCIg4WmDESoqSdoY0KoOOvDQ+3o1Tzti+KK33yAvJC8iJanSTVFIRFSpVPQp6H/ja2MbZG08VmeCFJF2nkguVShkRaiipE5FHYpKkV89gSiKlKQZf159cL8/fvHCNzmnkiwHFM1btHLvoZ9//TWqVKhPvytnPtLBQwoC4hHxgL7zjRlTzvyl8ElxUrJ2jmFdivMO6PBjn6xPp9NxxVs9v6wnrKlWlAGAbdt6p+M4OqzEsqxMJqOd/h9lrONHil6sU2eyK6Xmzp0rpRw/frx+dvny5ZxzPVeh460TxPf9IAgOOuigm2+++dxzz92wYYNe0IKIAARB0L9//1/84hc333zzYSOP6te335bTzAqMapE0woLSP6dFtUf1MMGqs+ECqM1Vqy1d9vpQYmAAwVZwLGTSKteARx69cO+98+0bxZQzXl67Ei5DsQu5BrgphGGoixp7nlepVPB+1Ryr65BuEYXCACipQssii5FtEWNQpBgYA9yMiGTAVQCLKYZCYfD6Tc4TM1ctmAuK8gS3Ib9P+6ZC1gVxyKB3VweVK5AKIPAQUmYsFGS8zmK8tBTb8s/35WMXYf3SeUEQlEolHX+sS0Rr7ZXLZV15WtPR0dHR0YGaJqMoSnT9vfckvpsAKJfLL7zwQjab1VZFKfX0008DOOOMM+JjEkHrP5fL6fCaMWPG/OIXv5g9e/bgwYN1+zdu3LhkyZLu7u6JEyfm8/keTXl93RBB3zwZLJvZDGAghpChzFC2WIXZIbNDxsoM3QwVBg4wIA1yqoFcrC4RwgYsASsEU2DVsCHLggWkYeVd7DUID04/eeh+/sq3//6Vy19c9jIyeRArA0K3MwiCXC7X0NBQLpff73rYTqyMAKTrxDX2LQuuw7KK0oEIJdp9ax2zA2Y7ZQ+t7WH/fn2+9JVTfvDdpyhCGIKUxagvI5TLyOV7FJqtdAF2FspFSLCzfmOzbacAG2AVWBXYArY+ZQHmV29J78vHLkLXdbW/XscrFwqFbDarV9jTlyYRZTIZfYnow/r06dPc3Fwul8Mw1KlAu936e4BSSre5UqlIKZctWwbg8MMPLxQK2jM5d+5cAJMmTUq2nZZl+b6vOxcAoigaNGiQDushIsbY4sWLfd8/5JBDevbsKYQAlBBCCOgAawCkQMquLXldNTJsiytH1ayerOZDxLf/qjVQAAdCQIBZgK33M8AGHMABwgADB+LJpyYecWS/VSvXfvaiqatWdykoP6quDZ7JZPQF47ruDl8PcbSaUqSEFGGkOLeUyoKyFrJpp5eEm3aaJPISSKehmE2Z1ikX453V/h23wrFQKiOdaQ4DMACUBm+KKoAASXjdkGFPEj2KRSgGgAMB4MECbAV0At214nHv+xvt2MnsPEopy7J0p1RXNBJC6OJ/Or+OMeY4zrJly771rW/16dNn0KBBN998s+d5DQ0NRKRLVutOyG6FviD0PcK27RkzZgD41Kc+pXdu2LBh3bp1AwcO3G+//ZCoJdQVE7Ux8X1fX76dnZ2xLJ966inXdc866ywAlmURYDuOU7vIlYJeiRRwgTSQAzVCNUBmIdIQaVAD0AjoIUMIdAPdYBWyBFkgBmJx8DcBALl1wSvSVuQQUkAhBcdCawee+dvpw4+gcrjiys9/6cWFb2RSBcuyPM8DoD0FH2Z4UrsvQFnMcexs2s27dppJcB/gUALFSpNEb05uWxukRM++qYpaNHAYfvSTs6+77pdtrWjIIgg9Tsg0oLMr+syUWyYc8ehBg39z6L63XXj20/fc8Wbn+r0a09rg5QEGcDAf6AbagC7ggztxH3vYmr4I9OIn+grQNjCKoq6urpUrV86aNev+++9fuXIlgFQqxTm/6aab8vn8V77ylUwmo5d22A2HhbZt60L3enGy6dOnO45z3HHHKaUcx1m4cCEA3TVNlthoSCn1KABAz5499X2QiJ566inO+ahRo0qlUqGQp+pF44JZSoIUHJsxC6DakG6rwGRCXVBYVHdblwChuvpn3D11qhFx1WqlBIQAY7Bd24oCa+AAgHDfQ+dd/vk3n3n+2bPPvOCuP/7u9NNOyuVyuuK47kPpgq7vd9rVrCiKu6BCyiggJVJpF64Nl0FFKPnIN1o8wCsL8fy8zsMO71nxEVC7TOEzF+GP94y85up51/7nsWHIdNfaceXt//V/xh2NUIIIwsPttw2Pom4p4BAUbBspAKAsmAVkAbUjg8KPXYTpdFop1d3dnclk0uk05/yNN95YsWLFXXfd9frrr69atUofNnTo0BEjRvTv39/zvHvvvfe6667L5XIXX3xxNpvlnO+e69cJIfTdob29feXKlb169Tr00EMty1JKPfroowB0yGi8OESC7eScZ7NZnfpUnxO8du3ad955p2/fvuPHj8/n84CUKAOKZFoJ17ayjv7iYxHph6UABbLAsFmZcAEXqJav11ZIIc7it4CUBVu/TU3GDsBhVQBbeXYqXdDPhH7pvoeuPfnU15998snLL7/igfvvnjRpkk4WiaLI9/0ePXrswHnXJx9Zjp12spAcNgAJybF+Hd7dgN/+vuvFl9es+scaic6rvnzS0cf0d5xmYkAWN/3mhNNP+N2Rw4/NpfvrJd8yhc5s3+69RjRmMmAAi9D38ba1q9+10wfA0p+YATngANKwh8IWO9LZ/NhFqE1ZY2Pja6+9NmPGjMcee2zJkiVBEOiLddiwYeedd96ZZ545cuRI7WYUQow7ZvzXv/a1K664Im07F55/geSRm89v62mz69fOim/PTIFZEkqfvI1tA2q366i06m/um4N08Z43MqWUVqDneW+99RZjrF+/fv379weglzEDcOSRR+oMo+RW0oVekUIbEO3f16YbgBBi9erVnucNGTKkZ8+eUkouuOPYAGO2TVaqqhaC76P2Ij3Ak4DQa8HokBpgm7wdZgFSO0MsWAqWBRuwlCJbr9ZbtYfVEaSlHZ4ELvyePZlC5dGZf77qC1/737t+d84559x9993nnHNOd3e3rmGnN7Z/wkzVXSkuIa0IUIhCuDYiH8uWYPZT78x5ZsEbb6zs6GSNzSPfbeuecNTESScOGnMcJANJAUAoHHAgPn/FFb+d+kQ+zwBYDL7X4qQ3ZBsaqxcdwefLfNEBbd2VQwQosM3DQKc6lH5fPkCEYRim02k9gtcZA/Hwpv7C0gfoQmC2bcd14IMgePrppx966KFZs2ZphyeAfv36HXPMMZdccsmYMWN0hcw4vVUpZTn2F774RQH61le//m+XfS5q6f7c174iQxG4NrNZ/EM7QKk9auqZgg1AVXv+ACxFDgSUBGJnQtWpbgEMBLX5Zl235kit72JpT17d3Xr7X6JlWWEYMsZyudzMmTOFECeffLJ+aunSpRs3buzVq9fw4cPrv5/3/6o/JmJvfrzqkyaKolQq9eSTTyqlzj77bABSylQqU1UUGKv5MMGQzVc3ANRu7fHpWFv8FSsL0F+kVU1WqPpybJvVHQewVLXLatlalql0FhAWkHVx95+musz/05/uvOyyy+68807dTgCNjY1BENSv94jq7cYGfCV9WBmL5ctlS3da330Xry3CozM2/u3ZxcWuMuchl+WBew371NiBJ51x0Oij++4/DOkMhMLTT7eS3OACjoLNcNUX3JcWdM9fsCDjXuASLGkzCavWnZYE22lX1EqEoIg773zloT9PHzBgwP/57peG7osezVAC7g4kjX6ACOM1LvUalLp+e33/KgxD13X1YZZlWZbV3d29YsWK2bNnT5s27aWXXorf6qCDDjrjjDMmT548atSobDZbKpV070iHHetrxQIDsTSz/+2yz6Vt53tX/5+rvv31llLXd677fkpBARWlQqnyrtPZ4Q/qmaUALFf/42ufm7IBLUoFy46ddTpfm9HWixwQq93Uq6jaUOZ9kFJqSxiGoQ4WjUeAf//73znnRx99dHxwgpbwvUilUkT0t7/9DbWxKxFtp6zL9hu+veov2znSiteo3/pJtsUx2+x04s0//vEPAwf2v/HGGy+99NKZM2cef/zxnHPbtrWzlHPOOdfzz+l0GiRAzLLz2u36+pIVzz339sKXNj726JLGxuE8yNssv8/+B02YOHLSiRg+Ak29IIFCo562hAoxYAB95pwJlRJ6NICAvYbgii9OGD2mtwQ8D5decvbggb2iALYDrYCjxu6/37ChCuhoh2s1P/PMj197Hf/xnWufeuYGCdip6pzoB/Bes/jFYnHbndtWjNbOiSAIVq5cqeu9Dx8+PJvNao9ooVA44YQT7rjjjpaWFiFEsVgslUpbVXevL/ungqgais+pHIQ33PFrZBks3HDdj6jTJ04VJTuIuokCqsUe1bJdVBwgKCVJXbhSBiQDktWAZU7EJSlOFJGKSEYkOUlOUpKqLgO0ufjlNjmaWxGnUKxfv75Xr156rTJ9XpdccgmA2267TZ/dThQX3TW0t7c7jlMoFLq6uj66SqQfMVEUeZ73ox/9SN/o77777vji8Twvjqaqtl+R3x3OeeL5r1z570OHjAD6APsedsRXjhpz/cTj/3Djf3UuXEwbWqjTo25BZaKipIAoJOool0OiiKgiaFMbDxVVfAolcUEBp3KJQk48okqF/KgatiaIC5LFcthVrKU7eeQX6e3l9Omz/7NlEwlFXiR3JHDtPUWowymUUpzz+BeKg/S1s7hSqaxcufK3v/3t5MmTm5qa4noN/fv3v+yyyx5//HEd0sU5L5VK9QukxN/g1mHHQlFZkk+8y+NErUS3/OX/9dtrYAb473+/hkLZ1tEakAxkKHioussUch34F1A1lUaQJEHVOGKSAckyyUq8elckSXJSNfnpLDchSeeD1QcYfpAIiUjPv82dOzedTg8fPpyIdFDe3nvvDeCNN97QK8N8/AtC7AxBEDz//PMAjjzySKoFgu2e9wt9Fd14442O41iWdc899xSLxXojUSqVli9ffuutt44fOyGNJgc9GBry2X4HHDTmqi/98InZq/7+BlUiqoRUiagiqDOiLkUelQJq91QnpyCkCqcokH5EQkee6VyJUFQDvDmRH1bv0YEMIwoEBZxCHcEXBCRC6mwh4dOvbnn2f34+Iw7o2xHeL3ZUL06it/U56+tp06ZNM2fO/PKXv3zggQfWd7TGjBnzy1/+UodrbfU+8Ua5XI4zgOprQ1RDTBURJ1Xiiigg6iDuk3zy3j+P6NG7J/D5884lCsrFjRR4FJSp1EbkkZKCqExUJCoThVRXykBRWBWn5CR1lhgJWc0Y0w9eV60gltx28j63g743/eQnP2GMffWrX9U3rLVr1wLo16+fDsqrP3J349prr7Us6+tf/zrVwtA/4pUqPjq0Dr/xjW8AyOfzv/zlL4moXC7PmDHj29/+th57M8ZcN83gjhl9zA/+87oFCxa0F7v0heAL8jh1lqnoVU1fSCVOazmt5dQlyFPkCfIElctRB1elot+qqCyoHKnOMm8NZYegUqQ6OyutgihS5PPI434oRSQpjCjwSYTkFem/b5h95eW/EREJQUJRuGM/+wdbwnrr/9Of/nT06NHaB6jZa6+9vva1r82ePVtXT6i/lWo7EP8ZRdG2tajjPNTaa6rdwZDII9pY7CKS5AVPP/DnQwo99gamXvUl6ipSVzt57aTaFHUJ4toMlokquptKmxWlqrcxKeKean3ccb38tkk2e38Nxob92GOPBfDggw/qL+q+++4DcM4552z7Ze5ujBw50nGc6dOnE5Hu7+yGN4v169frjba2tttvvz2+8Jqbm7WDNJPJ5PN513XPP//8Bx54oKujU8kw4iUiT1G5FLbr3MVQEq/V9K5Enq86FG1UtFFQdxBVIl4JeJkoUOQJVVJUJipVwo1EnYraI7VBURtRm6JS/bUjiLiiikeC06b19O1/v/u7//HAstdpxZsUhhRx2sE+0AdnUZRKJb28wcqVK/v162dZluM4I0aM+PGPf7xkyZJYq/rgrfIkqC7gvX50JITQEaFb9X/CkHNBnKhLiE2lblKkSK6nikfh36c/cnGqz7Pjzl19xTW04V3qWkG0riTXVSioEIV1YfphdVBJRDWrKCSRDImH9QV5tkru3HKnqMXBv9fXqE+8paWlubk5m82uWrVKfw8XXnghgKlTp8ZH7oZXNhGVSiXXdXv27BmX3tids1X0Le/ss892HOeMM87Qs1m9evUCMHLkyOnTp+ufI4oCRX6tY9SpqDMQrZJ8qUgICgMqFalU3Jz30dneoX/xSne4+aZbLVoR+UGXzngKozYvaCHqCqNuz+dKkVIURqQUcU5emRSnpa/wf//K7778b7de8+93/uja/6c4BR6pHStx8X4i3Hax5e9+97szZ87Ui5xQnXNCO6nqj9R74vST+qwlHblWn9Dk+35VzDUJhbX+tE+qhWSZIiqW6bmls/c7Yfa+x7145VeouJbkakXrA/I2S0uRouqP4OvT1+vmRZKU9IlXSFadLlu5YWiLQaBuhvYQvY+Auru7586dm81mDzzwwHh9iL333juXyz3//PP6lLdr/3cHtOP6gAMOiMf8u+eAUA9ViKizs1N3wdasWTN37tzrr79+ypQpjY2N3/nOd/SRQggiyYVPFPhhB5ddRKWQd+jl2mQ8tuOkQgq7SQWbLVp3hyBBPCCvJEiSCOvHI/HwpppHX83I55HU3SVJPCTFKayQisgrkeLke1Wh7gi7V1KviLuUnEhQmaiLKCBJKqJSmVpLNOv5Z4456+G+w18/71J6+wVS60h0kAiIc/J98nwiagu8MlEQizCoirBCvJukNm68TmZa8DyMSJH0w9APBJFPqk2ElQ8aW//whz9saGj44he/qG8iS5cuTafTcXi6Js7xTZD6shfaoX3DDTcwxq6++urtHrZboTPaFi1aBGDYsGFxI4cMGVIoFJ577jn99UZRRIqUIrXd4f1WmY31IxGxvce245TqewaKSrVHWZGniFc/RNUeFOfa71CNmd0rHIxqEYc68laHDKcBKAaXwfIxcu9Jv/6vhr69Ni1Z8ewPfokla+ETIsHfXQeLeZWS71cK6SwDOUB1at8CmKWniuNARqnzWwBRm5N3XBcKlptKpVwL4CqUjBNUJKtB55sbSQRAhxQvWLCgXC6fdtppuiZvPp8fO3bseeedV6lU9CCZiLaaJd/16F9ab+t4etd1n332WSI6/vjj48P0hFsyTXxfGGOpVOqVV14BcOyxx+p73IYNG9ra2nRhZdu2iaia31RfhFdtmdlk1VI6LAGLg4Ww+BaJf9smAdI2j81FykWtiHBYSxBRYApMbE4Z2YE8JmA3K3nIiYpEFb3lU7WKkCJOMqBQUoVkkVrX0oq3bhs2/Nmho9eecgktW03r11OpSMU2UoGisFrko67EgKqb2FG19y4TdRN1xxMbUlKpojqK5PskBSdeIV4hLmp3srh+LtWmIubMmaPjDfT+UqlULBa3a/Rih3Ai6NhRva27duVyOZfLWZYVF1mj90tXT5K4kzxlyhQAf/nLX4goiqLHH38cwOjRo/Wz2ruuZJ0l3DzCl6Q4qaBW0qJEVNSDRqJi7SKLi2LwzUVi1HYtYURU1mU76urZ8C2Pq6+89sHsXpbQBjJASm/Zm+uNC1ghnDLcTaGH3o3o1/ilxx7pkWpY+9LfF/3H9+BztLQgZatKkYFASpbL1dcySAZejee3bIBB1d/pLCgLyoZCEMBNsWwOzEYUgkcOyILyAk8f6bpuKpVqaWmZMWPGD37wg3333ff4448nonw+/+CDD7a1tTU0NDQ2Nuo5m/b29rieEoB4BaVE0Olg8TaAV155xfO8ww47rEePHvFKabutGQQgpdThuKNHj1ZKaUsOYPLkyQCEEDqELQj9aiYx2xyyWLVXLDZcIk6tAFCrjR8CERBW6+QzDqYtW2w/YwvpAtnaQ3fU3FqaZfxwQLXHDrB7iZAppLhypAoZAn2yLkBwAd2HyGabFSyksmgsHHHfHzPD91m8YP7fvnE1Mll0dlnpFJQIujrsbAbYLLXNJ0kAwYaqf7hQkATLRRDA81EsoVRxLJaC8MpdDZmc53kvvPDCzTfffMIJJwwaNGjy5Mk33XTThg0b+vTpM3bs2Eqlcskll8ycORNAR0eHZVlRFPXq1Uu7znUJjGTLW+g8Mt2j1hlA+gqeNGmSjg3Wh+2eqSpahCtXrty0adM+++zTv39/fV/ThQvOPPNMPTFWna9mAqgAZbAK4IOFYDyOKkY1i9gF0oRs7cEICtV0R6LqKjECkAQJxgkCTJDuakL3cvWte3sLzNCWGzu4HsVH34H4Z1CSOCfJfZLd2pbLakHogGh1qVgkGVAUdLxL5SJtaKc5L//j/MvvG3rgo2edTa8tpI53Keoi6ZGKSMj6+ffNZYikJCUVyZB4QJzrfggPqBJQWxdt7KCiRxWPwnJ36zsvvTTnyi9cfuihh8ZWIpVKnXzyyVOnTl20aBERCSHiyau4eqdeQFc7RXVvKsGgmbg7V1+q+JRTTgEwbdq0ePlend+UTBN3gNtuuw3AFVdcof9sa2vTmcp6KR6qnaaQvqKiok6iEukChIpXwxjV5oUoFPFquSoiQZEib8tHUPeItnxsOcVV78LZdrprhwuu7V4iFCQD4j7xsObGJFmrXeWRIlpf6S6TDCnivEiVdupqo+dfWDhu4t0HDZ8xZQq98Tp5rdxvC8jneizHN/fYdZxoNVqNuCDOiSuKSEQUBNRZoQ6P2jxa8c7cW2+fcvSRjUCqZk379u37pS99ac6cOV1dXXGlHCIqlUqlUunWW2/VIXs//vGP4yXp6+OqkvU6Vi/QmsZaWlr69+/f2Ni4YsWK+Bg9bZtM+z4IKeWZZ57pOI5eDJyIpk2bBuCYY46JbzG12WmpxVP1ScZzx3wLSdSXRNueZ1TWPXj9Q20e+xHRdssoeptnqXdskpB2twVhqOZOcuN0QaAa4m6DfOqZK3gysO2UcrKhE+VDgb2HjPr974s/+MHKrjbYDshyJDmBAAjSQgDA0l1324KEAhMggoStFKSCUIgIHFj0+lsLXnzh5YWtgbe63LX0tdctYORhw8/+zLlnnnXOEUccocNl9TSx4zjaI6eXGfzKV77S2Nh46aWX/uQnP1FKfe9730un0/rIMAxt2052uKU9onpY2NXV1dbWtnHjxuHDh++11156T1NTk14WhnZByhUBTNddUfYWeyzoLqPuwjFVyzOzlBKLXl3gpNXBww8hIJKYO39BJpOaePwxxATAIHiK9IItqKVi1fL3CVtlMcSXVX3nu5b3GGc/brUHCsqq/qXT7lStnkDc+xR13VAAANvRH333EqENSw9QLFibv7uae99yWRpw7WqCnIssXIWmLBqaT7jpphMyLnplICRWtJRmPP7WmlXrV6w6oKHfgceNx+XnwHaZ7TiWqI4TQgFf4O138fzLm/469x+vLOU+56lsc1OPHnsNOHjcsZdf/a3B44/uNXTvOCfTtm2tK72tA2tzuZxt21EUXXLJJZZlXXbZZdoY/vznP48Lc3R2dupyEkSk6+XohQp1fuZOfEtEpKsN6JfruAhdDmu747p4ZxRFTU1NU6dOdV130qRJeqQal2y0LIs+7lo4tTGSYACUjdqyfszigIKV1jdfAVhKOSTBUmQtX/b3TcX2dB6HHX5EGAEpPPv8/DCIPvPpM7t5d1Mqxfx2ZHqBwBXcaspwXenBetjmwotb7t7Cm1P3r1W/veWLrLp/t/qkDze63r1EyKqpyFvu2jJhNJYkAFgWclChsPr1gcMAjuVvzP6vXzvF8vFnnzLq6MMQOHMeerBz0dOfvv1XUAI2g+dh2bJVz81f9cLL3W+9ner2esDOplP7HnJwvwMPwfhjcPRR6N0b2TQyTkUi9x4zfLoyKgAdt51Kpc4666x77733C1/4wi233LJ+/fp7771Xuz169uzpeV4ul9MXvS7TIKX0PO8908PfGy3d+gVG66uP6SglxpgWHhHFyiyXy1pv8+fP55yPGTNGp9hrC8k5j7O3P2yTPhykU6s1CqSgLDAoZleniGszcqTNWcVf/vzzDQonThoDIO1gw+q2FS+90jOXHjx4r2wqq8DttA3iQoDcLXNB3+NUtrubfcC/W0munvd5aofYvUT4YSFAMvhMNjSkGA+xqbRy/qLVTnDlLddgSF/kUuDO8UcMuPV7P/NnzM5OHDP7F7e6c5fk2rs7wrLn8PygvvsdN2K/447CiAMxZBBSadgpMEcB0gExuO87x66dcpZlaUkUCoXzzz+/X79+xx9//KxZsz772c/efvvt2veopyg6Ozuz2aw+2HGcnVAg6iYSdOALANd1HcfR2tu2/JGONMjlcrolpVLppZdeSqVSxx13nK5/p1+ibxC7Ivl4i0+wQABZUJZtW9WeXHUywAKUAwlSG+bNHyIw5dhTix0dzY3NldeWDJDe0AMP7dN3gA/Lp7DBsaHAI1g7s/Zx8uzZIoSOf7AQQmUYELKlz73Yd/8hOHgoUgoAHIHRhx6xzwGLpv/12BOO69jUHqxeP3bfg446YTwmjMYhQ9AzhSyQYnBt2K5ASsIFXAWLIoDgvnedNyKKoiidTruuq/uE2Wx23LhxCxcuHD169LRp0xhjt99+u23buuJjz549tVGK429iDew48WgeQHZz4ZfNxMkrtm3rG4TuPOsPWr58eWdn57Bhw4YMGYK6uZNdP2qtFbDROmR2XKCT1YKcoCAFfK9XZ/EzR46++LzPy2wWJe+NaQ8PAE6bMFHBIrgEW/cZ7dTOrK69O7Bni5ARbKHyruuBgwAn1/HGqpPOOBYlHxnAZiAba9rG73XQq2sWIp068eovNP/m54ANh8FisGv/koXIAphDzNEDAbdWamabkX1MKpXSdsZxHF3jWE/HjRo1as6cOSeeeOIjjzxSLBYffvhhXYG3fkbO9/24HOiHYttqf0II3/cLhQIR6aFdLPVSqbRs2bKxY8fq+Yl0Or148WKl1FFHHRWfQv176n71h23Sh0BXeGLxIMOqVm0jS0dnECAYqiXeYEFIrFjmvv32oKb+CFy7oJDCIUrccNzp+512OmBLMIflAR8W2RYiAWsPvKL3wCZvi4KyFXwPnKSUgwbtg0wOWYLFEALNfdGjd+umFqRSzYfsjx4NVbcVAcRAFhSDIDjWFuXVOISAJJlu2L5O4rFZXKWqvuc5ceLE+fPnT5o06emnnz7llFOmT5+uA9x0jzSTyegJ9J2YH49Nlq6krOPFddlv3RIhRGtr64IFCx5++OF58+a5rvvWW2+lUqkgCAA888wzAM466yxdKEj3P2N7GJ/LLqB65tUKwRYjMFZ1PtpWbfDPBV6eP0CKUUeOQ6YnLIV1a1Y884SbzgwadaQAIzCCw+FAKYcBsrqo257F7hgk8aEQoQdLpeAgn0ODg75Nr8ydj1DBsssyREcXYL39+uJy1gYD3DQCICQKFRcIyfJty3NZJWtVXFRS8FKoMEQWkIaTQzr/npZKu0AA6LkKXVpXxxC3tbUBOOqooxYvXuw4zjPPPDNlypT169cD6Nmzp355JpPZuQiVWCe2befzea1JbegWL178wx/+cNy4cbqQ5L333rt27dpCobBx40b9iZ2dnbqy06RJk+qHf/GwcJcVWd5SJpaO3LdrMwA6zJCRguDhyy9m/NJ+Bx6EziK45K8u7qG8Iw4YAttxYDukX5Iiy2VAek+Tn2aPt4ROLie9SiqfkZWKncsMPuLQFa8uO4JnEKkGysItYH3p72tXnXzFxfC70bMXlAXbAbMYIICo1uUU8boIDqzqRUAkJXuPwVI2m9XT39qe6I6lHuxpo0dE++233/z5888///ynnnrq/PPP/9Of/jRs2DCt2HiRk/deYOg9zrfWHq3hjRs3Pvvss88999wDDzzAOdehArlc7uSTTz7vvPOOP/74/fbbT49dU6nUunXrWlpaBg4c2LdvXwC6/4yaP0ZHYO7s7/DhqHn8VbV8MAEKtgIsyDjqUxC4WP36KzZJNvZoNPdAVAnWrMrn7eZB/VCpoKkXU/ClQNp2YUHUSrvtaezhIiRAWsrjdjYrCXaWTZpyzj3fuC6Yel/m/DNR6IE1Xf+45ZeF3n3zYw7DoOZOqJS1+ZdiQHpLB7O9+V8FS7FqWeXtm6xtnRmO48RluXWHc8SIEX/5y18uvPDCBQsWXHDBBX/961979eoVWzNdd1AXaxVC1PcPdTl91KSi92vRRlG0YsWKWbNmPfLII6+88kq5XHZdV0o5dOjQiy66aPLkyaNHj9YV42ONaUfOtddeC+CAAw7Qn76VKd5lCtxMHBWtF4xxgHiqmwS4wDvvtre19BuyLwY0I2ejxBc/8WQuDRwzCg2NUMhZsB0nBK+6VdX7jeF3W/ZwETLAhtuzGUxEQCplpUYfdtrnLnl+zvMbFszZuGrNYKfH/oeNmHjpJTjsAILlwGKApZfQqd03q7OxtQEhA+pW8/nQPUbtm9Fy0vOEw4cPf+CBBy688MLFixefcsopjz76aP/+/bVfVEqpQ1WklFrAAKIoqs+60McAWLdu3bJlyx566KHnnntu+fLl+rMcxxk/fvzJJ5985pln7rvvvnF3V+N5XjqdLpVKM2bM+OEPf9jS0pJKpfr06VOpVPR0ZSLo4d/mqsH1UrT0poIQiCSWviFhNw4dgqY0HEJ7R9TSVlIcRxwKq7oAm2Mh1CtBsB2Llt792LNFKBk6pJ9PZVOw7EymtbvUp9A44EsXDDj3xCjwuru7ezf3Rr8+cB1Y5LcWCw0FuPq3VwD02l+k/QGbb5+KQQE6y0uxD64DvAW6n6nNVyqVKpfLjY2NhxxyyGOPPXbqqacuWbLksMMOe/HFF4cOHYraYCyWXxiG8TDPsiw9E7hhw4annnrq/vvvf/nll3W8NYDevXufccYZ55577tFHH637lnF9dK1n3/dfeOGFuXPnPvjgg3//+9+z2azO5xg1atTdd9+d5AI7FPdEqz6YrSp6M8CCQBQilP+Y/2IJqT7jjkHOhgzx5hvwfBrcD4MGwqn2V2wF22JML7e2Z7o49nARAqlU1oMkLvLpXCqV6ih39ygUrEF9UkBvgAC9sHGDlcn17KNXqgPin1zpwaHNQFC1FQxU7bmd8ZzolY90AIpt242NjVJKzvngwYNfeOGFcePGLV269KyzznrwwQf1qml6RkHLJu4QvvPOO6tXr3744YcfeeSRNWvW6O5rJpM59NBDL7300hNOOEEvAKxHeqgt+AFgw4YNL7300rRp0x5//PH29nbUotKmTJkyceLE0aNHH3LIIUS0E2PRjxKqlsqXsAjKsTaHs1kAQTkQUAKVYM2SNwI3j3HHwQLKZSxamAL2njgJmTzstH4rKOVYFmkbugMLP+yG7NkitKrjOjvv2OCwWao531xSQblUGpDvhUiI0E/l0pl0BgBsC3bNwgFVsbHq2s5Vn/jmnzAOIP9wStRT9nrhNMuy9DyEXuOtUCjMmzdP+2nGjBnz8ssv77///jodLpfLaRX95je/mT179nPPPdfZ2anfcPDgwWecccZ55513xBFH6FWj49lFPVFZKpUqlcqvfvWrhQsXvvrqq93d3QAYY6NHjx4/fvykSZMmT56sa6vp8aQub7EzX/c/z+Z1e4Bap79ehASyIRkESGHDJq+1M9V/MAbtAwW4zspXX/G84IAJJ4HSsHVPRUDJNNIRIBksW20T4bkHsGeLEEBIMs9sCKC1hGwGDS7ZTo8e/eBFsDNuPgMLkAjC0M2lCWAsvl3qmWJU4xSrsHh1hJ0L4YqjWLRUdFEMvT6xEKKpqenhhx+eMGHCsmXLjjnmmFmzZo0aNUoIoYNLieipp5567LHHlFJHHnnkaaed9ulPf/qAAw7Q0/r1fiAi6uzsfPHFFx966KEnn3xy3bp1vXr10mXtjzvuuAsuuODEE08cNGiQDtYJgqBQKJRKpXQ6rSc2Ozo69LIiiUGgai6FJYF4kRiJ0AWBBFSEvy+xQzFoxGhYGQiA802r/yGlxD4HIt+zuoCI5CAFmbZscCgG5QD2nqbDPVuECkgxW0iCDzQUAEAi4lzmXGSdHIByBFhIOZlUWgIVLrOuHTvBLdTWh9EXAdUcpVqTcXWgD9UkpTo7OwuFgu4o1rsc9XoVTU1NixcvPv3002fNmnX22Wc//PDDRx99tJ5Jl1JeeeWVl1122ZgxYwYPHlz/tjp7NZ1Ov/rqq/PmzXvwwQeff/557YltaGjo1avXqaeeesopp5x66ql9+vSJR4b6tZlMhnOez+fjBiSpwC0toS7tZTNACtiWTnIHSUjiLy+0IjlizAQoF1xh+RvdHW37HXgICn3IciI9K8gklNJz9LxqSPc89mwRai2lbIYUIIBAgmRTj7wPEGMSsC0GxwFD2O05zblMXUQ21bxxNTeBBcZQX3Rnp5zdlmU1NTVpM6i9ozqiTY8Sm5qa9EDu8ccfP+mkk55++ukxY8YsW7Zs33331S8/++yztVWMSzYopUql0qJFi+6///5HH31006ZN+sjm5uaDDjro+OOPnzx5chyGBkBKGTtUdVaETnTSsXJNTU3YqfnJj4aa70RYEHW3QgBEktmoJhkSwMXKt1f7DNbwYUgDQhUXvhZ4dPBR4+GkIgE4epFSBthQsCXItiQSrSOys+zZIrSBnB7LpQAHSNu6F5iNf92cq2+96aYc1crx1BHPGcbirOUxvm/U6Ae0qjZmq58w1KsU68Qi7Ue55557fvKTn9x6662jR49+8sknx40bp4sO6vkJIlq3bt1TTz113333vfzyy7pKmhBi8ODBxx577JQpU4477rg+ffroD6pPQbJtO26A3hmPAOOuclJeGQKkhai2jrsu6sV0Pa5cOkJkwQUCCBurN725vk31acaIfrDKiNx3Xn+b0v1w4NEglXYEwWEEWGlQdYLftkF75vW8RzY6hsUnsOUqd079EXW+7+31VbZJX9zq348OLULHccrlsm3b/fr1u+6663r27HnDDTdMmDDh97///ec///nW1talS5f+9a9/vf/++1taWiqVijZigwcPvuiiiy699NKBAwfqoR3VisOn0+ndcP3D90H/VjaQjtPQGSRQjirMknknA0YYtt9ZV3xO2Ao2wWVY1/L8y4t69+2PI46EayniTKc72U413EnC2bmJ3d0A9rEnUxtqeJ6XzWb1bL4QQpuj1atX//znP9fVonK5XBAE1SK2QK9evY455pjzzjvvlFNO0UYvnoqI0cM/pVQC8S47R7yMPNX6GrYeBCgFKRAyGVilsmM3oFOCANGFHg2Q7Nkbfy4FTvzuNehbkOmUACNYLixbAAHAIPMIgPQeaFiMCHcp9S4T7RTVqb2HH374a6+91tjY2N3dPWrUqIkTJ5577rmjRo3S0orVi1qsNmoTjMnW9v7QxIUA1ZY1ExiKpbbGpgIgmJIIRHHOvHVL31izYkW/fv16NjTuc9wJ2GdvCA99eyLlBnC0n5vpwjK6cmoagmEPTKIwItxVxBPrnufV16cIw1BP3E2fPn3GjBnXXHPNwQcfrC2eriqtk5X0wTpdUG9rPcfZg3sMBACSVavwZgHmA1DISgHhQKLbX3r91Nfmze838fDhx4x6c8nS4pvvNKyvnHD9j3H4ID9HJdgSrC+yNqx4AXm7Xth7mgqNCHcRW5V10tnxsX7iZ+tz7ePYbgB6DiOTyXiel0ql3uetdnMI4EAASMABGgDmK0AhS13dbT1CyVa1zPzqtWd96UqcMQapCJkMVrXN+8J1gw8+cO9ffzfKOz5sBqcAm5ElWbU8nw04Oip+Dwya2TN+uX8BHMcJwzCuOc8Yi9cn9n1fe2t0XSYd5KmnKGzb1sm7mUxGjyFzuVwsV53Xv3PJwQkigG7AA9IAk0pXxFaQTek8Q1PLUwuKgYdJ42E7SLlwgcH9j514/JIFC9EVpALRQ7EUDzkQsmoCWhpwdKyNDdrTFAgjwl1JOp1Op9O6GgUAHUdm23Ymk4nzlYQQ2WxWG8A48zDuu8br6eqZQG0SlVK64tMeAIFJlapF56ZIQQKWggUCQyQQ4tV5L4w6/hikbUQVuC4sAIQTTqx0lbGpA4GAYLYnrPppfwUQaqG/ex57nCdpj8dxnK0SEbX8dG5RnEKh92/ld9luzGdc7m0PQAERHEcV9HmI2qyCDlKyGUg4TQ1+zkUGaMjDFrBdeAHS6XQ2j0oF6QzIclMZ1Hqd1cl9wKZq9Zo9DmMJDbsQqgaq6ZV+qtOFOpGMJJiFvBMVsm+99RbIQhTCSaHC4TZg4aKWoIR9ByHrwlJwUxCWLWDH8xy6wIzcI62hEaFhF1INj7e0IazYkClAWYjgKFs5NvJs8NGHpysSbR7sFGAhcOBb65YuG3zUYejftAlyjSyRU7cOJ4PQ0/+6Os0eGLdmRGjYhVio1pIEAPiAB/2nBbL1uhLDP3POhu7ii7/5Lbp8lCREGs/Mm/PWkr1PGOvZQsDNZZoiqlWFi4t574EGMMZMURh2HQQoKAIELA5wgAE5IE2quHZDj7794JXhpmnJ0j/fdderry4+aNDQ7rfX5ZqaRpx14pivXlFOw4edgdUAh0UWAKRAOieU6kIX97RxoRGhYRejJMBhyVrJbb08sy2AYhcYg2sjxRBKLFqKSoTGRjQ1YGgfNKYDzi03G0ZBzs7YygWDdAD9WuiZfjjbjxDerTEiNOxCFBABFiiFsOZPcQFGkELYrs4pE2GlnHayaCsjm0dUQnMBNhPdZUfY6NHDpzCVztncAkAuOOACUvdsgdwe6PE3IjTsQmSt0msaEYMufa9dKZHilmO3dbf1aGzMwGZKIVAQAnlHEHccF4IhssEYspbUcdsEuFrUkLUAUiNCg+F9iXOX7Lqp9tpWXGWrulMn6MZhaGTVXmsRwLZ41eaZehPAbTAYPjRmisJgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYYwIDYaEMSI0GBLGiNBgSBgjQoMhYf4//g7jx6IhPXkAAAAASUVORK5CYII=
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Oc1ccccc1C=NCc1ccccc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C#CCN(C)CCCOc1ccc(Cl)cc1Cl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCCCCC(=O)CC[C@H]1[C@H](O)C[C@H](O)[C@@H]1C/C=C\CCCC(=O)OC(C)C Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABXFUlEQVR4nO2dd5xU5dXHzy1zp29h6U2KKNIVC2ABjYWEWLBrxIRoYu8kNt4osWtCNChBjWBsUaIRTVRUQLGhoCJFEATp7LKzu1Nvv89z3j/OzmVYigRmGcrz/azr7J07c+8M93fPeZ5znnMkRASBQFA65FKfgEBwoCNEKBCUGCFCgaDECBEKBCVGiFAgKDFChAJBiREiFAhKjBChQFBihAgFghIjRCgQlBghQoGgxAgRCgQlRohQICgxQoQCQYkRIhQISowQoUBQYoQIBYISI0QoEJQYIUKBoMQIEQoEJUaIUCAoMUKEAkGJESIUCEqMEKFAUGKECAWCEiNEKBCUGCFCgaDECBEKBCVGiFAgKDFChAJBiREiFAhKjBChQFBihAgFghIjRCgQlBghQoGgxAgRCgQlRohQICgxQoQCQYkRIhQISowQoUBQYoQIBYISI0QoEJQYIUKBoMQIEQoEJUaIUCAoMUKEAkGJESIUCEqMEKFAUGKECAWCEiNEKBCUGCFCgaDECBEKBCVGiFAgKDFChAJBiREiFAhKjBChQFBihAgFghIjRCgQlBghQoGgxAgRCgQlRohQICgxQoQCQYlRS30CexQE4MABZAUAOAByAABZBgDgLkjAZAlAVjgHBJBVkEp6uoIDgwPLEnLgDjAPOCAAA3A5eBwQgCO4BvBsxk174IKZAccGxl3bK/UpC/Z/DixLKAOogBJwABkkABlBAk8GlQN4LjA3ipKmcuAyZLMQBzkaRRDmUNC8HFgilBACDEACkABV4AAuQBagQoaAbtW/N+O5t2bKstI1GDrtgnODw4caAOED7TsS7HEO0AuMyUCOJgNQAQIcVv/nnTn/+c9Nj/0NYhXw4eyJj024qn9vuSKuhmMlPlfB/o6EiKU+hz0JR2AMFBNkGSAKLnAAFgCTTRr50ysnPgqdOwJIkDLqpr313Ya6435zGbSvhMCBNXIW7GEOuMuLZmQ8aLSEwAAcAAd4zgRAUDlILmiyChjOWBAqA1ba8xXs/xxwIpQZaACQVx8o9B1wJ52BaBwsB5BDQ6KiRZnlGmBkS3qyggOCA0yECMBB4hAEUAEQAGUOGkAAuvTsAXPngqeAI0GkfPG8efEubaFFGBRe6pMW7OeUTIQ0FvU8DwCee+65UCh0zTXX7IkDyxJwOcIhjqABOAAZBSAOZ46+6Lk/PQLzFsP87+Gf/1655Nt+vzmfKbkDdepKsOfYKy4xRVE8zzMMo/kPJYMMwAEYSAAgg6qADoAySMcdc6l62/cffrhp1drj+vY588YbIKQqkXDzn5LgQKdkllCSJP93MBhkjGUyGc6b1/dDCTwJUAEAypgBxYMogIQc1q8B2etx0pDjHrkX+h4K69Zsmv0R2A4cWLPHghJQYneURBiPxwEgm90TsyCN6S8KgAIgASAEEcAFb8Wah2/+3defzAaZw9JFj997z9r5i4DLIIaEgmamlO4o51yWZQCoqKgAAF3X6c/mQ0JQmAwAjgpchgCAAgAMwOaqhVp9NleTAETo2qUiHNayFtgcVNpJIGguSumO+nkCZWVlAJDL5Zr9qBQlROAANoAFUmO00AMIxfu07xJHCUwb1ldjVjera8HDxpUWAkGzsVeEKMLhMADkcrk9kb4jAUibfUye3wIgJ9ZuMDfWASpQ0apztDIGMtg2iCGhoJnZK0QYCAQAwLIsilg0IxKA3PihJQAAlAEAPJA4VFUEKys0WQLLhng0m03nUnUgcWEJBc1NKceEsizTsLB169YA0NDQoCjNPPySABRgUuNDAADgAB4oNpSF6mOBuJGCEEBMNWJS1qgHxQExMyNoZko5O4qINDuqKIqqqpxzy7Ka/bgSIICcnx9VAYAzAIRwSGeoZ3PAAGLxgBoMcA4MRYhC0NyUTIQUEiQRyrIci8U457qu74FDS40WkasgAQJ4MngSBCuiLIBJC3QOPBrMcW9jGrIecLGmV9C8lHJ2lBRIlJWVcc73wASp1NQMyoAScBmC4bJ4C0UNA2gQKw+HyjlTQdL2kmGzYD+mZFeYLMsUpUBExlh5efmesIT5BG7VHw2TsymrYFppzmstC0wTAsGsqtVzADUAkhChoHkpce4oiRAAysvLYY+FCum3RL9lkGVQOVSW8zYtM54DVWUQCde1iNcmLSiLgCJEKGheSnyFkVNKY0IA2BNjQiz4kcgrVUFTQWUfVf/wxorFet1aCLLX1i6Z/O031Wu/h4AYEwqal5KJkDEGAKRASZKCwSAA7IHZ0TycJmUQJFAk0GSIhlc7xiI9szGsQMuyVUFcIUFDRINmzqQTCEq8ioJwHCcej6uqWldX1+wHljnIHGTKYJNdkB2QPZCYKmOL8rQMS+sTlhoIdeyIMXl9Jr1nCo96nuc4jp8w5DgOY4z+dBwHAFzXhfyUciGYp1hn4r+V53l+7oTrurZtA4Bpmul02j9J/8Qgf1f1X1us8zkQKLEI6aoKBALRaBQRm90dzWfMUA5pQfKa7AKUV7WMVJYpwRCAEgpGwUE9a0nN/BXRpayqqqZp/o1J0zRFUSRJsm1b0zTP8xhjrus2d4I7AEiSRDJTVZWCt9lsNhAIaJoGAKFQiEbv6XRa0zTXdSnbiV5omib5Mqq6V6xT3Vcopa+FiH60kGZHM5lM8x4RwANwAFygAsAUq5ADIIdAbRGM2/WZ6u9WaQ7rGKwIOqqWtZVmjtXTxQ0AiOi6Ll3HpDrIJ/TJshwKhVRVJcUWUuhQFIt4PO6bMhqu67qeTCZN05Qkqa6uznGc8vLyXC4XCAR0Xdd13XEcWZbD4XAoFOKcb32egh1QShEWhgrj8fgesIQ8/0NJMzQvoyBICNxyKiOxAEhhSZWlQKcWbYPI3AZ9DyRwk5WTJCkQCNB1rKqqoiiO45ATSII0TdNXbCFNIq67iWEYsiyrqko3RNu2//rXv8ZisZYtWx599NHLly9v2bIl3TojkQgARKPRaDSqKAr5sZxzSZK2eZ6C7VHiRb2ULMoYo39RuuaaG8lPmkEZUKb5GVlWysvLZZBtwwQPwWMKgGs2+0SR53mKovhOHQAgIhkiRAyHw77LR2tNmptIJJLL5QzDKCsrW7Vq1YUXXjhu3Lh4PB6JRL777rtDDz301ltvzWQymUxGlmVd123bZoyR8+w4jmmahYNDwc5Q+qk/ckppcX1zl5mR8y5o43JehM2GLqDI4aAJbFMuhei17NgeIVCTamjuThS+EXNdlwZUkiSpqrp69eoTTzwxFotdcskla9euRUQKohZ3GmabyLIciUQee+yxY4455q233kqlUpdeeunrr79+xRVXRKPRhx9+uFOnTr/97W/r6uqi0WgwGPTT7jVNI6u4B2e59wdKPzuKiKqq0nC/uceEEjTmykgoA5c3RwtlsNBTK2MYDzVI7mq9zmkRNOPqivoN2Mwi9O0GIoZCIQCora2dOXPmoEGDFi9e7Hne1KlTBw8e/NxzzxWW/2hWHaZSqb59+954443ZbHbIkCHZbPbxxx8/6aSTHn/88QULFowaNUrTtKlTp3bv3n306NE1NTUkOdd1aabUDzgJdhYsEZxzRKQZCET873//CwAjR45suhsyD5mHzEXm5h97iB6ii0gPaD/kiMgQGUfGkWHjT/4ZxM3bCn840kss9B6b/DcIq72OPeqXN1zb7fB+EJBv++M4b498GzQsRMRVq1Zde+219E/Ts2fPq6666vzzz6c/Kyoq7rrrLp6nmc7krrvuatOmDQB06dJl4sSJiGiaJiIuWbJk5cqVhmEg4tdff33eeeepqipJUqtWrcaOHbtx40Z6uWVZ9EH2FTj9R9cTRxdRR9QRXdrOGHIX0fHQtRt3KT57QoSFF43ruhQQQ0SSn+M4rut+8MEH8Xj82GOP5wWfM6tnbLQtdHR0cmjl0MmgmUHLRKYjyyJPo2vR/i6iS9+X66HjoeM6BnIXkXmINiLniA6ihW69gw6ii67tMeQZM+uh66Grm5mn/v638vI4AMTilZIaBggcNeh419t88rlczvM8RPQ8jy41CqDRZ6TKANvD361QP5ZlYf5+hIjTpk0rKytTVTUcDj/22GPr1q2j7TNmzDj22GPJ62vXrt1DDz2UTCbphf4VT1Jp8rXTV23bNj3wPI+OWAhjjJ6dN2/ekCFDACAUCo0aNWrp0qX0EvpcJ510kqZpv/jFL5YvX07H+vbbby+44AK6QbRu3fruu+9OJBL0El3X6Z3pn5hz7j/wz83/BuibKQkc0eZo5xCTHHVEx80hrkP81sMGusGn0uhkENMZTKcQG0icxabZReh5Hufcv2qJXC5H/7T+P8Dnn38OAIccepjpYdZy07rheC4iY+hYbs5Dqza3yULLQtdAL8sdC5F+7M0mkHnILHR1dG10kbvoMfTQc1jORYMhsxFNRBer125CTvc+ZqObNlIusz784P1DunbWAOLB8JCjjm1R2aaqbWdJi/Q8rPfkyZP9k6fPgoj+rcTHv9S2B5kRRGSMeZ6XzWbpz3Q6vWzZsrPOOgsAKisrBw0atHr1anoqk8k0NDTQ47feeuunP/0pXfRdu3a9//776TukK56gIAd923TO/rP+uVFQwb8buq5rGMYf//hHmtLs16/fiy++2OSEE4nENddc0759ewCIRCJXXHHFokWL6LWzZ88+9dRTAUBV1Y4dO44bN44ERrcJxph/d6APQmkJTb69UunQQzQRDR3RQGzIZGqrdcS56dQ6xBwiOoi2hW4aMelirp45uX1UhFhw+3ccp6Ghwb8Ze55XW1vred6KFSv69+8fj8fVUPCQAf3fmPmuhWh4FqKLroumhYaNlovZXDpR7zkMyawZiDYiQ47oIuYQE4ibEBOIOiIyRAsxx9BEjqgjphBTiCaihaijYyJbU7fe5KZuZq654rcaQBDgJ4OOW/LN4kzasBEfm/Jsq+7dQZJlWe7Xr9+kSZPoOvbP37ZtutCpcvGOFUjfg/9af+dEIvHcc89Rqau2bdtOmDCBtheaLN+kbNq0aebMmb179ybv9KCDDnr00Ucxf0fIZDL+F0v753I5EhuZO/9a9+8piUTiq6++6t+/P4XXr7322kQiUajqQrv9ww8/jB49OhgMRiKRioqK8847j2x1Op3+4osvyIoGAoFIJPLggw/6B6KDUl3Zwk9EGTn+N7njr66Z8BBrddNETGcbEA1EQ7fSFmLGRYecKEtHO4teDk0dHUSnWfzRZhehf88rtIS1tbV0l2WMjRs3ju7u7du3r2rVksLnx590woezZyBz0TQxlUHL5Zsa0C4YCNqIOcQMooPIGm9pacQUYuPtykHMIeqNttJEbEBMIcvYaUTLYYaHDkf3X6+93KFNaxWgVaRi0iN/RRvRQ45oIWYQc4j/euP1/v370+U1cODAl156iU7bvzp/VHsE7W9Zlu+YGYYxf/78oUOHUnjmwgsvTCaT/g6IWF9fX19f3+RrJIW8+uqrhx56KCmnZ8+eEyZMIDtMU6xN7Ix/rRuG4Wt706ZNiDhmzBgAkGW5R48e8+fP95/lBfjvQ/9ka9asueiii+gL6dix48UXX5xOpxExk8nMnj2bpKgoSkVFxfjx4+nl9fX1dA7+RAC9oWmaWzsUexIXWQ4dHTPo5nDdKkylMJ1D00HTQY8hd5G7yB30HMzkMOdfW0VmD1lCumqbTCfMmjWLru/KysprrrmGLounn5rUq0e3CEAlwND+/T95bzpHN2E0mMhM5I7jIUN0EW3kHiJrHOk1/ph0O0M0EW1EB5H2QeZ4psF09LJoZ3HTerRyxrpVv7ng/CCABnDGKT9b8uViNBE9bKhLeogWYr2n68iypuF53uTJk/v27UtZY0cdddT06dPpI5im6Q8Fffdym1iWRY5ZJpMhmd1+++2VlZUA0KpVqw8++IAGnJ7nkcXwp2ronekl9JtCc57nTZs2jb5AuoV98MEHmL/ZMcZSqRTmReu6bnV1deF5Tps2rUOHDjQf+8ADD2QyGdIYuZGErxDfL/VZvHjxr371KwDQNK1NmzZXXnkleZvZbHbOnDndu3enO8tBBx1EszuISOdj23Yul/NvNIX2cM/jorOBr0GsxRVr8bWP8F+f4Ftf4OqNmElipuHLmW8jc+gCMjfWmR9/g5sMdHbqnvs/sYdmRwvlp+t6IpG46qqr6Prr0aMHXT2ImGpIcstC23r4D3/oUFFWFQ1pChw5+IhPv/zUZRa6Fnqs0RiyxgFhow5tcj4Rs4g5JDk1TqIyB5mJLIcsjVY9rl+LNXXf/u2pm4b9pC1A7zbtXnv2n6lEhiZLGxIZ5Gg5tocsY2dcdDkysg+5XG78+PGHHHIIXfR9+vSh03Ychy6vnYEGe/Pnz+/YsSOF4K+55pq6ujr6fnyvzFcObmm+fAETuVzOcZw333yzd+/eFOPp3r37tGnT/B3o+q6uriY50Wt/+OGHX/3qV1Rw+bDDDqurq6urq/Pfnz5RMpn0xUyvMgzD16T/YPny5RdffLE/N3P11Vf7t6RXX321T58+kiSFw+F27do9/fTTWOBj7w2+KCIiGhzXp76b9cJPz6q/4YHU9Q9/ddH1826/EzeuwurVd517BpomWh7aLP3dDy9ffhNuSKNVfFPY7CL0L1B/gP7ss8/27NkTAMrKyq655hra2Dhi4YguN7MZC9laI3HdXbdUtCkvA+gG8sPn/TL7/ieYNtA0zIZqF40cGqsz6210PHRJmMgRGXKONmIGMYNoIHfcLLI0OnVo1eDKhTjz029OHzV5wPETh4145Oxf4A/V6CDnmHWwNuu4iKblccfN1dWi56BrNcY58jeRTCbz+OOPd+rUibILTjjhhDlz5tBTZKC29z24rks5lnT3CQaDgwcPJsHkcjn6lgzDKJzBajLX73+BhWEAy7J0Xc9kMhMnThw4cCDpoVevXv/6178QUdd1XxXk6D7//PPdu3en3Z555hnXdemjkUtZ+ADzk2qF52AYhv+G5CobhvH9999feOGF5IW2bt36xhtvTKVSdIZPPvlk7969q6qqFEXp1KnT7bffXlNT0+TC2HrCds/Bcmiteerac79/YQpW12EijUuWv3DOmfjqC7h65f0DDse6HKZdzLjGF99MOes83FSPZvH95z1hCTOZDP2TLF269NJLL6X0q+OOO+6rr75CxIaGBt/b4Y5LsZgMYi2yTeguq1/z8J23DZRDfzl+xF8PP2n26Bvwg88wVYdGDTPXuFiXw3QGDRMtG10K9pBFbEBMI1rooF2PZh2m1uOCz3HK5Nc795116JCpvY/DqW/jphzmWHZT2s5b0IyLHiK6DF0X9RyaOcyHFnwNGIaRTqfvvffeDh060GzhiSeeOGPGDNxWnKCQ6dOnH3744QBQVVU1ZswYiq35bieZF38RExZYQvqT/D3/ki2cPiGSyeSjjz7aq1cv0tiJJ544e/ZsRCTZLF++nCIK4XD4tNNO27BhA9k9/5x9YfvWDwuCMYV3B992FX4nn3322ciRI+nQnTt3Hj9+PBnYVCo1ceLEPn360K3nz3/+M30QX8xbf5A9h53D6u8eGDoAa9ehmcVUHWbqrX889f2Vl+Gnn//7iCE4/wdcmcDl69b/89V3R12Ka1aj2dQz332KJkK6Vgpv3nRP9UdKf/nLXzp37kzTeo8//vi234V8SxctxHrE9cg2oJFy6zFRveDO+2cff/Zr4YNntzncvfpW/Gg2NqxAtqoWV9djvYdpK7kRXcdNZzhijjkmMgNNxBxmNmLDRnzv3W+GnDK9sts7Hfvkrr0DZ83FdQlMGmgy5JhGTCNmEE2a/fIQbRctC20Lt2/cTNO89957ya9TFOXMM89csGABbuVfZTIZ0zRHjRpFI8Bjjjnmyy+/LPqEhB8gqa+vf+ihh6qqqgAgGo2eeuqpU6ZMueeee2gCtlu3bo899lgRj1to/A3DeP/9930pVlZWPv744zRBatv2oEGDSJ+e55XUBS3AMHD5sscHDMCNG9E00DEwVYvTXv32zLNwzsLpnfrO/+UNb42+8bVrx/x95HmfXngerlmJxo6iwbtGMS2hf0vzpUj3wurq6gEDBtASgeOOO662tna7Nz+GaCI6yBFziLXIatBKYRr1Wqyrx//O4leN/bbP0Ddj7d/p0iN5yzX4xXTU16CxFlkd5qoxVYe6gakcOg4yA3kOzSTW1dbcftc7PQZ80OaQTcMvwNf+i0uX46ZaTCVRzyFjvu+ao0EmRTwcF20HHWd7IvQn+jZs2DB+/PgWLVrQZXf22WdTmNu2bXIvX3nllWg0SnMY99xzD72cbEjR5yR8SWQymbvuuotCf3SbAICbb76Z0lCLewugrADfcV27du3MmTNPPvlkGqYeffTR69ats237xRdfBIC+ffvilnMEpcQwcOnyp/ofhTVpXLQMszqmksvH3sH/cBe+Pfujfsfhsg1Yk8SGBvz0w7mjf4HfLtjbRehPVVNEm2zg+PHjg8FgKBRq3779fffdR3tu9+Jj+UCe16gFG12OFmIWWT3aNZhcjZ+8m/jdTZ/26jc31nZ5q0Pxwhvw/c+wdjV6tajX4/LvcfbXuDGJmQY0k+zNd94e/NOP4n1mhg/GvzyOH72H2Y3o1KGXRMzqLJNEPY08m59PpVEleogeQ+ZSzs32Pq9/JZmmuX79+nvuuYdi1pIknXbaad99993KlStHjhwZiUTC4fDQoUNJAMlkku5BO86w+V/xvVbDMPx7XENDwxlnnEG1le+//3762ree6tx9KBfHvwVwzmtra//1r38NHDhwyJAhtHH58uUAcOSRR/r7FP00/mdsCxN1X9986/e/fxBXZ3FDFpeteu6Mn+Orr+CKVZP6HYG1NWjUobEx8eV7z515Glav26vdUURkjPkXViaTWbJkyeDBg+kefO6559bW1iJiQ0PDjqbyeX6qM3/xc3Q9dGw06tyNLtYj1qC1DjetwrfewUuuWlrVe6F22NKBP8cPZ7nffj75hiv+dvFFH19322Mn/mzGX/6EqWT1IxNf6nHs2qGX4JtzsGYj2jW2V12Hm+owmUKjAZ0GdDNb5Ao2zSndwef1byX+HMMPP/xw5ZVX0kDR74JaVlZG7ve6detIAJlMpnD+o1jQJI3/J0miMETun7A/O7L7FEqadFWYTMc5X7FiBSKmUqkvvviiRYsWvXr1wvw8XOl16DhYvwm/W/bvcy55b9SVM6675dlLRi2a+BiuX4nfLhg/8ueYXI9Yx7Fu5bcfTrrsF1i9Hu29fmKGVsevWrXqkUceoVT6vn370qSFZVn+lbfdCQyO6DJ0WEE2LUuhm0Inh5aHBuYSmFiL2QSma7B2NX72ce1lN7996LH41ZKv/2/s539+AFObMFOH9bXPjL6s4ZV/4/qGdU89jzX1mE2jnfQwm0JjE1qb0NmETgLdBnR1ZI0DFJaPK3LkiLafE7cdDMMotD/+OGfdunWnnXYaRdL79OmzfPlyLPDV/XvQj6ab7hqO46TTaV3X/Uvcv9xt2y76VOQOJoSz2ayfu4OI33//PQB06NAB8wnD/p4lU6Pr4LqVmN6IiRXZr97Tl3zE1y1EYxPqCbTTaxZ9jpjMuhuT7oZMbmPNssU7GJ7sDpubBO4miGiaZiQS+fzzz2+55ZbPPvsMAG644YY777yzVatWtMiFImOGYVAkd1tQFyQEkEACD1QPgAoJqYAaosIBkAFwYBYPKrLLocGF9bVQ2eKvF559/cSHoc8hdu2mYFX79S+8Wb+2pv/VV0M84ARsNxytSSdal7dGkLGxbz1IwBE8hXONK5oSAJ5v1ySBJ4GXX/q0zSY1DQ0NNA70W53SPKfneVS+cf78+ZIkDRgwAABc1yU3FQAymUxZWVk2m6UvoVg9cHRd1zTNPwrhOI6maf7KfX/N+w7/CXYREhI9RkRVVf2jIGIikSgvLw+FQi1atEgkEk2K5dCy4OKez07h2WDqq/79chDc9oOPhlAQWrYGCEI45ng8EFClxqtP8pgsKWHHgZBW/BWmRSvIk81my8rKLrnkkn/961+O4/Tu3fv555+nGXm6BGnhHOaXjW8TBGASA+AKyBLIKnIV5RACACBKKEtMAQQZAEwMoOnFJC6HXejSAlyQ2lVBu5YATrBjO6jXO3bosvT9L4BrwBS5LKwDVJa3tx3WwkFZBgjIoNBqSrVxqS9ykDmgTCW3/dX321twSQp0HMcvaqQoCl1JVHyFPju56H5p42g0SgX/o9Focas20dwPyYDWMWiaFg6HSYdNLvEiKpBur6qqbv1xqESVLMuyLAeDQfKMTNP0b1s+e6CA1bbhAA3phc+92nFjw6rEI2369Kxv2/qYpyYBBjRVBQbQkINIBBRVtcEOg6wBb4bGzUX78LNmzerUqdOLL74Yi8XuvffeTz755PDDDyf/h2ofqKqq6zpjrKysbAeVtj3gzO8JiAAcgAEwkDjIAB5AUudZDwIBORLWpGAI4jGIh0GGtak0aBGQQ6DbEIy66VS8dRXIHqgSAqgArgcVmiIHFAAAByBjgeE1Lu318hUZCu5yyg6/HYocappGVR7oFqPrummasViMLjgyDlTDCgBisRh9cLoui15GgCweY4wWSYfDYcYY9RrwzRRlchfxoIFAIBAI+J6Vn3FKd15VVTFfYd113YqKCtM0/SqJtCc0T7mqncODMqWFwltsrO9Wb8vfVx9z2OGAACAzqsYXqwTTAxMhGHBcaKa6HUWzhB9++OH69etPPvnkBx98kFI3TNNsUhaF7tYAQA7b1kggByGYr4QGIMmbpSABAGgALaKN0pABJAlyWSsWigB3hw09ZfHU9/pccA5ACDg+98bUs35xEZQBaK7qeuWqqqgqcH9pPUA41Cg5CUDNyw1l2ihvPqVtQ8XFmnwu/4G/D93j/Ts95dkQRXcIfVO89Rb/Kt96n6Lgf0D/QLSFc64oCkX/NU0LBAKyLKdSKfrqGGOBQMDzvJKVSFQYhDLV1prOCpPVYDaowcgzQEbXs1QtwgAwIKuhODgAMgRD4EKz1P0q2oe/7bbbhg0bdvTRR7dv3x4RyfTtwvtIfitdgM0i2fxsU2cgGi+v/mFNu3YdRpx1zrOPPKqv33TwwV0WLFvc7/ghFT06QwhA4RIGFIDGQZ68tbAKDJ7U5P+C3aKJiaMRqW8JS2cA86AHzI5IDF0HlZjcpiXEg6BJshYgD8wGCEgQkgEAsLFSX/HvF0V7x7Zt2w4bNoziwoZhRKPRwgpizQQCJHO5dl0PAoezoParu//grv7hmwVfDTt9hNyyErq0B1kCWW6s8CQhlPxf/QDDj9PQg1gshvmJ4uJWatxFPBlW1VcmMeDIENTa9D4EYhoEwAII5guCBaDR/DXfuRZT1pIkUZVo8sosywoGg836RXOAaCxWn85URcuUbgeB4wXatDhq0OGQy0BVGQQAFNlhTFECMsgl/xc/0MB8J2bqOAIAZWVliOhXrPKfLdkpejKsz5YlWUQJ27Fw65OOg2jAluUcOEEIKAgggYKNwyM5P1dXdIopwrKyMv8LpZmAPfD9MgAlHAQFAGXI6hCLgQQQC0JAAkW2gDNFAZARQEJUZEk4mnsMugAKjR5lz1K4GPYGd5QDJL1yPRAOxa2Kchg0EMKyDlJ+4ggUaXOzhB1Mle8mRXtbClsDAJU5gT1VrBYAuKx4EoAiQ2UZAIOADPEYKooHMoAmQYCiGigaX+9ZMF+TG/LzNBSqoXQFqtVd2jMElKHOYJ6cApDatYbKuCG5DgCA0liWlhQo+XMVzRJLKdp7RiIR+qL9NvQAUFgqs5mQAUKqatkeyACqAqEAY8xDbgI6oDCQMG/7ZGnLar+CZoZEWJgNQuMUis3420spRUmC6k0pTdsQkCsG9oOgYoPmAAtSXMs/cZmSR4ofIfTfvjj4VYyowRAFowpn5JsPBAgFVQZgOy5KshwMOYAeSggyguQio69PloUC9yhNRIiINDvqr+Eo5ckRsrw6m6yvjG9sEQ0NOgI0VQYNgAch37GksV0JCUXexsx6MSjamJA6B9HjZgpGbeOgBWE/GUALBgGAAahKSM7fXzRJCQBIuNm5F+wZAoEARQKpwlAgEKioqFAUZcOGDRS+otSZkqXLAEBAfvP7xdXZRLC87PQThwDIMihVEETmAap0VTEJlLwPJYHcHCosfS+K3WGL+9QWNMYlKPNTEl5oSfEnZjRN45w3aftTSpOoKOtCyn82ra1uEQNNATWogRwAjMkBumBQonwt2NwNoRlOdt8WIQBImP/JuwpK/idAIvQV2HzTW4Lt4I/3msQJYUs3tWQ6VOXVkrcCoNtPjoeACqBqoMiWC1yiq4WcJ9bMXtQ+flViwYN8RLWw6+DmHaRmi/IItgMi+nN1JEJ/dhS2jCKWam6GgbzJddxybcQvL0Ut6DpMQlmlMVr+lr05gWur/K1isX+0Nea09GEzWPAbSH4c88sjBHuGreOElFC19wTrESCr210O6X1wjz4cQAEElDlIsiyjxAFAyQuw8X7ePGHmfdwSAjR6ChIHKe8yYH5z4zfHQeII4AJ3gYux4R6jME5INLGEpToxHwnASBu9D+ltWA4AyEoAEGxkTAIHgEE+VMhBwsb1PM1x0vu4CEl7EgfgmP+hPzf/SAAALnAPOAfOxSTpnmLrEAXFCWlMuDc09FUA9NrUiGNPUUxQeH5EEwzaAF6jCDkwTjd0hOZayrSPi3ALtvwsBR48buNpwR6i0OJRnNCvAwJb2skSgKCnUycPG1pergEAeAAAqixjocGTtvmwmOzrV6bs/0j5n/yaCRlkWiYvSyAH8j/yPv+R9w045xQM9MOAlmVRueQvvvjipZdeCgaDuq7Lsuyr1LeN2WyWVj/7i552Hj/+QbVt6LHjOJRKCQWyz2QyrueizLv3PAhkcF0PggAycM8NgRQEWaWrSJFBAZAa59vFmHCbyIUzWI1IW/4ASCArICsgi4mZPUzhMl9N04LBYEVFxSWXXHLUUUetWrUK8tqj5b+2bXueF4/Hadn3LsTxqaYBzQb5zSSp0ge5wZ7npdNpACgrK/vTn/408KgjqmuqOeeS0ni12Kal+LWFCq6iZpxc391KUQLBtvDLK/rduKjhFF11mqbF4/E2bdr87ne/SyQSfvMZv38orbTYheLIuVyusAojqdp/Q7/C/z//+c8uXbqQyC+66CLMVwAhV7mwTuQeQIhQ0CwU6qewu8bWZqBnz55vvPHGNmsx7nKlcF3XLcvyxe83OUfE999/n2pwxeNxTdMo1/LBBx8srJq7hxEiFDQLhSIsLCt6/fXXt23bNhKJ0NUvy7KiKJqmnX766YlEgjFGvQNwVyuUb9OIUXupl19++ZhjjiHld+/efdy4cfX19VOnTlVVNR6P33333ViiFlFChIJmYXv1fC3LymQy999//zHHHEOlrmj4p2laeXn59ddfj1s2YNvlo/vFhWtqaubMmXPCCSe0bdsWANq1a3f//fcXtkydNm2aJEnBYPCPf/wjInqet4f7BwsRCpqLrXszY97DTKfTjuN8880355xzTseOHWls1qpVq1AodPTRR/tNY3dtbOZ5HpV4d1139uzZ559/Plm/tm3bPvDAA/6I0bIs3+5NnDiRbgTjx48v7FW8ZxAiFDQXhX0OCdJkIpGgP8nc/fDDD1dffbXf95vUctZZZ61fv34XDup3WJg5c+bpp59Ob9i6detHHnmE2iRTp4bC8yHVTZ06FQBUVX3kkUd26ePuOkKEgr0Cx3GefvrpE088sXXr1qScAQMG/PGPf6TxIRVoow4WtDqRMeYPO5t4j+++++7JJ59Mb9KuXbvbb799Bz2I/L6OiPjCCy/Qq/785z/TRs/zfMvZfD6qEKFgr4AUZZrmzJkzf/Ob33Ts2FFRlFAoNHTo0OnTp9M+1KCbIDVSwX/aUldX98knnwwZMoTSxLt163brrbfS2G8HHiYdl9IDbNt+4okn2rdvDwBTpkyhjsJbtyUuOkKEgr2RlStX/uEPfzj44IMrKipatmz5y1/+cuPGjf4I03doCc/z/vOf/4wcOTIUClEE8sYbb6RWfIXdsrZHkyZtkyZNInvotzT2Z4kKO0kVESFCwd4CTWk6ecghfPbZZ0844YSWLVv27t37n//8JyKSgaLfyWTy7bffvvTSSyngUVZWNnbsWOqI6Hdl8zxvx+LxnVWytJ7nTZ48GQAqKioefPBBMpWk5KJ3ViaECAV7C4W9fhGRxn6kkLlz55599tmRSGTYsGFff/01SWL27NkXX3wxOZ+apt1xxx3Unh0RbdumfRhjO3Yj/WcLW00i4t///ncS9oQJE2h786XRCBEK9goKW5pms9lCH1LXdTJluq7ffPPNffv2vemmm1q1akVOY0VFxU033UQeI439/MCDbdv0wh1MzPgZc761JFnatj1lyhQqF/jQQw8V7lx0hAgFewWFHbb9jYZhkCSy2ay/g2EYp5xyCvWHvPbaa9euXUvb/ablZFF9K4o/Jp7CHu/0QNd12vjss89SZ9W//e1vuVyusBt5EREiFOxFbB3cL8zGtiyL5HTllVcCwNChQ8lgbtq0yd+Hhm3UMhnzWeM7Pqgf8/CdYXpbSkB9+umnyeROmTJltz/fthEiFOzVkCypJSttSafT8+fPDwaD/fv391O0sdi+IsUk6THN0wDAk08+SdFC8ntd183lcmy3u9jvB+sJBfszfitfv91lNBpt3769bdu1tbVUUZ8qTdMFXazjyrKsqqppmpZlXXDBBQ8//HCLFi2uuOKKF198ERErKiosy1JVNRqNIuJuNl2WinjeAkHRwXxlRNyykVM8Hrdte+XKlR06dKDUU9d1i9sS03EcqscBAJZlTZw48ZZbbpEk6Zlnnhk9ejRtNwwjHA7vZsE4YQkFezWF5YMx73MCQJ8+fTzP27Bhg+M4hY2fiohfESOdTodCoauuumrSpEmI+Pvf/37s2LHkiEYiEWrLuTsHEiIU7O0goi8zKloBAP369UPEpUuXUjcLLHYzTMdxysvLGWOWZVGlRgC44oor/vznP9fV1T366KNvvvmm70V6nrc7xxIiFOztFI6YVFWlEWCPHj0A4MsvvySPEfOFhot1UP9t/bEoifymm25q3bq1ruszZszAfNfh3WzFKUQo2KvxPG+bnZsOO+wwSZLmz59PfzLGil7JO5fLqaqqqmo2m+Wch0Ihmg2iQnJ9+/YNBAIUzbcsa3cOJEQo2KvxKxRyzimhFAAQsVu3brFYbP369fQnjcqKqEPGmKZpdLhoNEp3gUAgQO7oySeffNNNN6VSKQCwbdtvCrhriNlRwb5KJBIxTTOdTpeVlRXOZBYF6p0IBe2+M5mMZVndu3c3TfPLL788+OCDY7GYbduBQGA354SEJRTskyBi586dAWDdunUA4I/cioUsy6Zpuq4ry7LjOJ7nlZWV3Xrrrblc7vLLL+/Vq5dfGsefK9r1YxXpnAWCPQoi9u7dW5KkRYsWQTPEJzjn4XCY1BUKhTjnK1aseP311wFg9OjRZHVd16WGU0KEggOUPn36IOLixYvpz92MEzSBRoN+PW9N0+677750Ov3rX//6iCOOoPUZZH4ZY7tph/eP/oSCA5FDDjkEAJYtWwYAiLj7YigkEAjQOJNWJFZXV7/11lsAMGbMmEAggIie5/mpPLsZpRSWULBPIknSwQcfLMvyihUrAMDzvKIPC0mHiqLEYrFx48YlEonLL7+8Z8+edHRZlmlKVlXV3cyYEbOjgn2VRCLRtWtXVVVpKdNuxgmaQLOjZOKWLl1KMzGLFi1q3749VQ2XJMm2bfJXGWOUQrBrCEso2Fdp1apVOBxOp9N+/+3dtEiFyLKs67okSalU6uGHH1YU5bzzzuvcubOmaaqqUoQwGAySDRMhCsEBSkNDw4ABA1RVnTdvXigUKvoqCkqRqa+vf/bZZ2VZfvDBB/1Z0MrKSnpAQ0GxikJwIMI5b9GiRa9evTzPW7NmjWEYgUCgiJaQRoPBYJBW8d98882VlZVFH3YSQoSCfRIyPl27dgWANWvWFNcGQj6B+9NPP50xY0ZlZeUNN9zQTAoEIULBPookSYyxgw8+GAAWLlxIYYMiSpEKzzz88MMAcMUVV7Rr1243l8/vADE7Ktgn4ZxLkrRu3boePXrE4/G6urpsNktrGooCIs6bN2/w4MGxWGzt2rVlZWW2bdOiimIdwkdYQsE+CS3wbdGihaqqDQ0NABCPx3czfawQSZLuvPNOzvmYMWNodW8oFNqdOMQOECIU7MOoqlpVVaUoyqxZsyCfa1YU3n///RkzZnTv3v2WW27JZDIkv6IvWSSECAX7JFQAJhQKde3a1fO8hx56qLjTM7fffns4HP71r38NAGVlZVRb0XGcYr1/ISJ3VLC345eukCRJ1/VoNAoA4XDYsqxQKESluD///PMuXbpEIpHDDjusbdu2ffv2Peqoo/r169ehQwcKqUt5Ct8WEWnJUjgcpvQXWhgxbdq0r776qqys7KabbvLXUkiS1EzuqJiYEezVUHk1VVU9z/OX7VJZblKj67pnn332vHnzAGDTpk0AEAgEFEWhkhPhcPjQQw/t1q3bEUcc0aVLlz59+nTp0oXmb0iZtm1ThRia6SGVHn/88QsWLBg7duzvf/97OmJz5Kb6CBEK9hkKlUD+4ZQpUy6//HLaouu6bdtLlizZsGHDggUL5s6du2TJEioJEwgEaKGTLMuhUKh169aHHnpo3759u3Tpcswxx/To0SMajdKywEwmM2vWrAsvvLBt27YLFy7UNC0QCGia5qeJNgdChIK9mkKjl0qlYrEY6RARa2trAaBNmzYkMNrOOadCTPTyXC63aNGi77///osvvli7du2yZcvWrVu3dV2mHj169O/fv0+fPqZp/uMf/6ipqXnggQduu+02v8gFpWiT41r0zyhEKNjH8Dxv1qxZp5xySl1dXatWrTKZjCRJ5GH66aNUEZgWHNGKB/IzHcfRdT2RSCxfvnzRokWrVq1avHjxnDlzyN0FgLKyskwmAwDZbDYWi+3m8oidREzMCPZqyAWlbJVIJEK9k+bMmaMoygknnAAAZWVltGcymaysrCTbtXXRJ9M0tTyVlZUHH3zwaaedRmWFQ6HQ/Pnz16xZs2HDhrvvvruqqurqq6+OxWKJRKKiooLW7xZ3nVQThCUU7NX4DiExZ86cwYMHr127tnPnztSBsLy8fO3ate3bty8cLlIsgRJcSGm+QaN+oIVC1XWdBn50LCq5vWTJku7du/vH9TyPRqHNMTIUcULBXg0pkHzFd99997LLLlu4cGHnzp2pKDDlsnTu3FlV1UQiAfkqwKFQKBQKkSx9X5Sa19PcDCnQ8zwAjtzTApptu0ySHYAcZyf+7LTf33krALeyKbRtQFBlNaBpSjC42WThVj+7irCEgp2CMUaZYpBvDkGPDcOg4n/+eMyfSKSFRbTRf7k/ykLEJtmYFPerr6+vqqoCgHQ6TU0gEomEpmmkt4ULF1LZ3yIN1TiahhQMAaguB1cFG6DeNdas/P5nQwb/88mnzj7rHEAZPJnJKoYkBqAAKABSE+FJABIHyd8gS5B/didybIQIBTsFiYeaddJcZZPQGbl5mqbJskxLELbOX6GGuDRfUuhkOo5DfiOFBKkRZzAYJCdQ07ShQ4eeeeaZv/3tbymWULyPxQFdQBmkgMXBU8AFQADdyg4fcky7suirU56raNsR1CjIsqcAA5BIh00MoAQgN4qQA8iFIoQf16FwRwU7BVkeWZZJgQCgqioNk9LpNO0QCoVIWlSXmloaUQd5AKA/A4EAvbAw2ZqkqygKCZj+JEHSaydOnPjGG29QgbNkMlnExbsgySCDLYEnA3oQQ2jBoZMW/8WZIz+e/eWjTz+BsgMqAxnMjCPzvGCkrX5ALvj5H9nFDr+CA49cLkcPSHuJRGL8+PEDBw4cM2bMwoULEdGyrGw26+9f2IDebyJfuJ1k6bebrqmpoTdhjFHX+FdeeeXUU09NJBK0D23EYnbGZq5nWGhlEHOINkMvh5hBNDGzfk2nVpFu7SJfzX4L3RxmM8iRI3qIHmLjB+AFP1s8bPrUjhEiFOwsnHPXdUkP2Wz27rvvLrybV1VVXXDBBVOmTFm2bJn/EsdxbNumUrm0xTAMy7IK9Um+qy8wvze9ZVmO45x77rkjRoygORXa6Lpu4ct3D8bRNdBNIWYQkSNaiCnEnIeOccmIE1sCXH3K8bh6JSbrEQ0XHQ/ZNsXVdKMQoaDo0HVP1owxdscdd1BX9169ep100kl9+/b1Z/zD4fDRRx998803z5o1y3+5b+58fMOIiDQITCaT/oGOO+64RYsW0bNvvfUWIlqWRS/xDXKRYA569cgyiMgQbUQT0WKoJ6f/48njA+rFZRVf3HwbJupYarWJ9RwtRIbIfKvo28Zt2MCdu1cIEQr+N8gLjcfjbdu2ffLJJ2mjYRhff/31pEmTzj333FatWkFBPbIjjjjioYceWrp0KUkok8nQSxzH8Y0eCa+hoYH+rK2t/fe//92mTZtPPvmERpW0nd6BFFsceKOgdORZxpnbqCeOLkcD04nnTz1rao9B7x4yGD+eh+ZajjWIOeQuosuRuchsZDYiva7xDTkiZ8gZvfXOnIUQoWBncV3Xtu1JkyaRup544gna7ouEouS1tbUff/zxmDFjjjzyyMK2YZ06dTrnnHOmTJmyZMkS2t/zPN+0kjhfeOGFxx57jJ599tlnTz/9dMz7q74p9h3XIsARTRc99BBdbDRcJrIUGiYamKlbdcNdn3QavKjlwCVDhmPDcswsQS+NnoPocHRtdC1kFqLti5AJER5IFA6NinldIiIixRL8P3VdJ7U8+OCDNPx7/vnndzw7Qs8mEomXX375oosu6tq1K/mrsizTqr+rrrrq3XffpfxswrKsmpqaVq1aPfzww7QllUoV93M1hfxPB5FUxNFDTCOrRyeFBtpZ/Hjxt12GptsMWdG2n/vQHzC5HDPVaGWRWxztpJ3OoWMiWoUiZIiMROgKEe6fUMFpXwCUqVzE9/edPXpAE5i05f7775ckqbKy8umnn25oaPC3bw8yjP6fCxYseOaZZ0499dTWrVvT0DEajUYikWOPPfauu+6iAaTneZlMpkePHg8++GDxpkC3D4nQRiQryBGR5ZA1oFuLOrpZXF1fPezideHeS6ClcfZInPMeJmvQyqFnIFouOiayDHoZ7pGGkfljRBLhTulQiHBfhXw5ctWK+LaFlz69PyIyxsgGKory5JNPNhHqNvGNs23bpmmSIaXfmzZtmj59+u9+97vevXuTp9q6detAIDBw4MBMJuO67vLly99//31ETKfTRfxo24AhOohuo3CQMfQYIrPQTaLjOClMJPGBid+1Pbwm0nVdvA1efAmuWoFGGs0MOhkSYb1nGnlD2ujX5kXIhQj3S/zr0o8WIKKu60U8BEnL8zyydblcbty4cQBQVlb297//nfahOZWdOS4FNvw//UlR2ug4zuuvv37BBRe0bdv2kksuKXwhhQ2bF5INI+Ew9Fx0XfQYR5ZEx0UHsxmcv/j7o0/Vuw1cDcqajj3wzf9iJolmFvUkR8dAr4FZZqOGEd1GVSN3OboeulyIcP+j0PhQ0Kw5jkI5aFhgA6PR6DPPPEPPep7nOM6O3VHLskzTpI7T/kbDMApD9jTz6W+h2VGaoaGP6U+lNhO+6XIRERm6LtouOgw5a2CWhS46Wayrrb3i2kVtu6YjLTe0PWjepaNx/peop9HNcTQtdNPomo2eLKKzKyIUaWv7GNRxgfK2gsEgNccrYpNaRIR891lEvP7662+77baWLVtOmTLlggsuAABa2hcIBHa8qCcYDPpLGUiNABAOhxVFoQi+JEnBYDAYDPqp2JWVlVTAl3NOR/FT5JoJDuACeJR2hhwQAZBy0AJyEEAFOQCq3OqM4evdrBmWVic2zP5w1rKvvgHbBkQJJABQQfWAA+z6WgqxqHffgyqm0IryWCxW3DYMmF99V1dX9/TTTz/xxBNVVVUTJkw477zzbNsGgEgk4mueetlu830457Sbpml+SQh6B1+9VGaC6jKRLEmBsizHYrFcLkfrM5oPBHAAJIAQcGAACCABqOAAyACcMXA4oAJ9Dyvr0SlZXxuqaj/4qOOq4mVgOxAKAnhSQJEBEAuStLExY5vvvCSb1dwLig7ZvTfeeKN///4AcMIJJ7zwwgvfffddsd7fH2dSG4ZoNPrSSy9hfgjnr211HKcwurA1/p40R1rou/qjTaJJOIQGvf7cbLE+1zZxESlrFDk2+qKuy5FZiI3DvGwOM1nctPHL31y64IyTccJ4XLYSN9ZhfRKzaUzWo60jd7ljNw4Iaa7VYui6yHZ2dlQsZdpLKawpRE6ab3a++uqrc845Z82aNf4KPVmWDznkkGHDhp1zzjmDBg2KxWIkAH/lnr/8x39MkfdYLOZbJ13XFUVRFCUQCIwdO/a+++4LBoPPP//8eeedt2dKrex5EMAFkAFUzFsuCUBpNIoKgETLNRwPcllwPZCDYAKsWAHpWmjbCnr3AiMHFeUbFi7o0L8PBIPgcbDcmsXL2h5+OOQy0KIMVBl+tIVos95pBLsM2YpEIuFvoQnJRYsWUUbYEUcc8cYbb0yaNOmiiy4KBoO+WxgIBPr06XPTTTd9+OGHhmGQ5SxcuEBDMnp/wzDI8vg51pxzKrbZqVOnl156ibKo90TIrkQ0hge5H2entDV0PJch59xDxtBhaHiYc3HZ2hdPOeebq3+39JG/PHXxxS+OGo019ViTfPKS0e4Py9HJopXDnHH94J/gio2YNtBxcSeMuRDh3gvN0dMqBET0PO+bb75p27ZtMBgcPnw4ItK6IfLZPvroo0cffXT48OEVFRWkxmAwWFFRcf7550+ZMoXq/DXRUjqd9rM3CV3Xx44dCwDRaPSFF17wtx+AImTIGf2fRJjUUXfnPDVl3iOP4LJv0KlBc8N7d4+d/3/jcMEPzw0/G5cvxfQmTNZhKn11t75Yn0U3l3NSIkSxP0A6yWQyS5cu7dOnDwCcdtppqVTKN5J1dXV+BqZhGDU1NR999NFdd93Vt29f39/RNO2QQw759a9/PXXq1HXr1mE+XkfqyuVy6XTacZwxY8YAQMuWLf/73//Smzd7uLzUbFOEtM2j/E/XRdvDugzq7n2Xjq6f9TYmVyBbjXw9fvnJa2ecjctqXhp4Es7+CDeuwfXr8JuFk045E9dVY64mw+o5/vj9S8yO7qUgIq0ir6ystG07kUiccMIJiUTipz/96csvv0x1/mhcRxVZAECSpEAg0KpVqzZt2hx77LFjxowxTfPNN9+cNm3a7NmzV69evXLlysmTJ0cikd69ex977LHDhg37+c9/7rpuNBrlnN90002PP/54u3btJkyYMGLECDp0PB43DCMSiZT0yygNjDFZkSUJQJYgHAIJska2RZtWoAUBAdI6uFxK58By2wSCb4x/nFdGLMOOReJGsgGCAQhIcXmn9CVEuJdC0yc0/Pv222+PPfZYADjjjDNee+01quximibnnCbx6YZKC/zo5TTLH4vFLrvssssuuyydTn/33XczZ8586623vv7663nz5n3zzTdPPPFEJBL56U9/WlFR8emnn65bt45zftttt5111lmQL3NGnVhK8xXsKVACaVsfUVIUhkz1q8i47kEdOhrraiPt2kI6BfEKMN1ObdqBZYfD4ZN+/zvo3glQBst9cMSZkMlBnOIrP/7tCRHu1TiOs2TJkpNPPlmSpBEjRkyePFlV1VwuR2sRID9xahgG9R4i5dA0DL2D67rhcLi8vLxXr14DBgy44447DMNYsmTJv//979dff3358uXTp0/PZrN+/SV/8RFVOtsDwbq9EQSQQJZkAM4llAGAM7DNnwwZuuDfMwb3OhzKqiBnLJ4xu33HLhCLJSUGQQ5BBEkCJWTZDkTjAOBZjhr6cSdCZMzspVDkYMGCBT/72c+SyeTw4cOfeOIJKvYeCASoFrVhGPF4PJfLRaNRVVUVRSGTqCgKlRKUZZk6e3HO4/E4RcmDweCAAQP+8Ic/LF269Le//W0qlQoGg0ceeeTIkSM55zNmzJAkyfM8mvUhBdLJ7H9QYAJgy4JoCADguA4AyJIsU2xG0yAa6XHiT1wG79x42+d/+8fURyYsXLeu/VW/gbLA6qgM7VpCPASqDAHIVkZBRpA0Vduput37v7Oxm1D1S7+WJj2gqptUf5YCaDRFub3uWRQYCAaDfncRykqRZbmwwrSu65FIhPZkjC1YsOCUU05paGg466yz/vnPfxa3YToVO/vyyy+HDRvWokWL9evXr127tmvXrtFotLa2NhQK0YntrxFCwhehAr4cAaCxgBoCAHCJnuIAyMFFyBpQXQu5NMSj0KU9BBVgTm1Doqp1KyUYBJBN03AtO6QGtGAMZBUUBaQfMXXCEv4I5eXlNTU15OxBvhQ0Rckp38owDFKUqqrZbBYAqDgnxRXoTSRJCofDsixT6jMA+F4flfSrra1FRCqqSa9avHjxCSecwBg7++yzX375Zdd1/ZYMxUKW5e7duyuKkkwmE4lENBrt1q0bACxcuND/pAcc2zRJfl1DRYJYGA5qB4f0hIM6QyTCQsFMNK516mIHwww0BwI8HHPLy5xYDJQAFST90WMKEf4IjLG2bdtalkUzJdFoNJPJ0HxjMpkEgEgkYppmLpcDgHg8TjmQ4XA4GAz6eSqyLFO4DwA0TSPbQloNBAL19fWtW7cm3QKAqqqzZ88eOXKkYRgDBw585ZVXKFEbCrIudx+6BVRVVfXt29cwjE8//TQWiw0dOtS27enTp0PeVFLXvmIddG9nKwU25n/6zqoCEFSgPAJVMSgP84Bqg6xCQIOgBBpCQAE1AsEWciwGYUB1Z+dcihp02Q/xV/SQijzPGzBgAImhoqJi+PDhTz/99Pr162nnwjITjDHTNKlzZZMcSMpZoY1+HJzW5mWz2W+//ZYsEq2vo9SWVCq141zNXYDKlj366KMA8Ktf/QoRX331VQA49thj/RPzi7vsl/gV0xDzi+LztZ7yzzJO0UPG0HORMRfRzKeIOoiUZWoyxr3GpYmNPx6ijWgwUfKwCDiOQ8nEdC3+/Oc/p5tXJBIJh8OhUEhRlGAw2Ldv31tvvfWdd96hSkRNSmsiYi6Xo8V1TQTp12JBRJq3pLDE5ZdfblkWKdNfYlfchGZKA1i+fDkAdOnSBRE3bNgAAGVlZaTPwmS3Ih5374FvXky4pQhZ47MeMo9UxRkyFzkzEQ1Ez0G0N0f20eFoImYRMwzNvA5p15345oQIfxy6IpPJ5LnnnhsKhQ466KDp06fbtr18+fIJEyYcf/zxZBhVVQ0EAvF4/OSTT37sscfmz5+fTCZ3nHtJVs5/lhqvB4PBSy65xHVdOi5Vy6UHRRQDvRXZ5BYtWqiq+sMPPyBiv379AGDmzJlYsAr+wBSht00RMuZifk8nv0yC7KPOUffQ4ciRc75lse4dIUS4U9TX148YMYLSMj/88MMmhfeSyeTs2bNvueUWyhSTJElRFE3TOnXqdP7557/00ktr1qyh1E3GGL3Wtm3fzniel06n586dW1FREY1GL7zwQj9Z1P+9adMmLCguuPvQ0ckYXnjhhQBAtQZvu+02ABgzZkyhI7q/eqQ7KcJGj5S76DE0XXTz34aLaHvoIjLmIVroWejZyFxkBrpp9HLIdibpVojwRyB39OyzzwaAeDw+b948/6nC/grUQRYRa2trp02bdumll3bu3NkfeCuK0rdv3xtuuOHjjz8mIfn7k94++eQTCo6PGjWKnE8afzY5k104/81lofO+E11ptN3I6cjZi888HQW44ORhaBsfvPpyJcA5Rx2D6Ry6LjKGNkOGHNEuGDE17cqwb7LFmNCvlca2GBMWiJChx8j6OZ7rUIK3h+gxz7V1dBvQTqOno2sjy3KjDu0Usp2pRbkvibCwrBBdyoV36MJLdtey/mkqBbdcQOQ4DpV1qKqqoqq1dXV1O34T/xxWrFjxzDPPnHXWWe3btyc1BgKBli1bHn/88ffee++CBQsQMZPJfPHFFy1atPBnYopYRJT7enMY2lRKDHXEHKLBMZ0xkCN6Tu2irzoCnCADVq/CxLoJZ/588k9+jt9XY87AnIE5RB1tRGrYoOenJUxkJjLvx85hL2fHDSR28Czfcg+/Vo3XWCGf0be0MzepfUaEfumhQpfMNE0KfFM0fDeLcJL2CqVeXV197rnnhsPheDy+aNEiXdfpWb9g+86Qy+USicTs2bPHjBnTtWtX3zxqmtaiRYuBAweSqbzuuuvooxXR5/T8urQOQ5Oh2yjCDNXapHt/JoVGcspvR00cfAR+MhOrl75z+SX/6TUEn38b61OYy6KOaKCO2ICoI1r5KUF9vxDh3sA+I0JEtG3bcRy/pUETbw3zlRR2zQz6zp7/8rq6ussuuwwAYrHY/PnzfQO1Y5HQvYCKbRaWEvPfX9f1//73v7/85S+7dOlC0T9ZlgcPHux5Ht0F6uvrd+H8t4mXn09HF9FptISkIkbTCYaNDXWoJ7999JGnevZ0/vIQppd/98R9H7QZgKPuxNokujoisxFziCY23u3z0/Tkqgl2l31GhIUuog/ZwEI1ksHcZXtISrNt2zCM008/HQC6deu2evVqqsfur6/9n/A7LjiOU19f73+QVCr14YcfXn755X/605/82n6UsbnND7sLeHnbhX5Rdp53qcz8FsfEbFJ/8YWnqtp/e9FFmPsOP542t2Xf1YcNx031yHMGWjl6E+oc5qCFqNOf3k7FwQQ7Zp8RoQ9d06Zp0vXquq7fDnZ33pYslT/eGz58OAB07tx5zpw5vshJgTtWCBlAqhZBdSUKm4rRCfudNP3ZFwrE0xRoESERNrrX/niGBJllNF700vWYTeJ3y+f1P35698Nw0wJcOe/7nid8VNkXV36PmE57DTa6jRXjLUSGKSqORFrcb9fc7zn2mbQ1Srmki5U6M4dCIQBQVZXKV1KjyV3OsaLCgVVVVclk8sQTT5w+fXqHDh1eeeWVQYMGURalaZqapnme17JlS9x+1nsoFKKKL7SsQZIkSl6j06N6nv7iIE3TKFmUEtmoSQMlo+7ap9geDPyuzvl0ZFlGmxnM4poCMkAo1KVVB2zIwcIlEAp2790j4+Wcr78GzwPX5YAg8cZ34BAACMAu1tgUbM0+I0JN0xDxxRdfPP/886+99trFixfTxd3Q0EA7FK4woKzo/xXLsjKZzGWXXfbZZ5+Fw+EZM2YMGjSIlk3QqjzqYgn5FbfbhAauFBL0T8Z1XcrYbrIR8jmcmqZRSk02m41EIvKP1ufaaRQAOV+WtlE12PgEVyRUQzwUggAA8pY9DmlVXrXhozmAkjT4cKZJq2d8BlkWUiQTPF3ijOqbehBxQWMAKkCQFiAIdot9RoQA8NRTT40ZM+b111+fOHHioEGDDjrooCuvvHLu3Llr166lHWhxEOxQJNuDhpejR49+/fXXO3ToMH/+fErgDAaDmzZtCgQCiFhZWUki1HV9e+9DZpAWWNB70kpZAAgEAnQrKdwI+Rq4sVhM0zRaMZjJZP7X898mcl6E2/g6EOSQbAMk0PS4A/EI9O+bzObWf7MUPA59u7NooH7BMsgwLRBwwDMBbeBkCcEDYIAqOArg//xNC7aiZI7wdvBj2f50IvUrf+WVV8iLGzBgwHHHHUdFVqhMellZ2XHHHXffffctXLiQXlKY6+znXhfO1jSpRWvbdiqVOumkkwCgffv2y5cv/9FeC/sKnCPfIrTF/HyrjONtRFyPbgOrxVwdfrfhg+6Hv93zUJzzAa769o3BQ2YfdCTOWYKZ9RsxnUArR+2LKEDhoImYEUPCYrDXWcJgMGgYBhkKamBAi2t+9atf6bp+++23f/DBBx9//HEqlVq0aNGYMWOGDBkiy/Inn3xy55139uvXT5bln/3sZ6+++uoPP/yQSqUAQJZlTdNkWUZEyFu8YDBITiMAGIYhSdIvfvGLjz/+uFWrVu+8806PHj10XQ8Gg76vu+8iIUibnVEOAP7oTgkoDMAD2ZE10BSIBFoc3F1jAVizEYJK54F9ctksvP0eaOEQyBGAICAo+RFhAHbF4xdsk1LfBbYLlRJDxKlTp5LdGzduHFXg03WdzBrNiDY0NLz33nt33nnnMcccQyND+t2tW7fRo0e/9tprtGQW86nYZCfpN2MsnU6feeaZANC2bdslS5b43WF3nBmzb1DYtpIVdMzjiB5aiBsR1yJuQhsxi3X16T8+8u+2XY1rr8XvPmevPfdR32FfDf8FGvUN5nr0DHQdjkxHTCNm8mkAIkKx++x1IiRLRfLjnE+ePJnGZrfffnuhKrLZLDmZ1dXVtIUxpuv66tWrn3766TPOOKNly5b+JKQsy8ccc8y4ceOmT5/ux/oRUdf1bDZLhcwOPvjgRCJBCTH0VvuDO+qL0GXIXETHQ4ejS5mgHmICcQNiLbouWpjL4ozZr/c5cu7PRmDtClz6Ff7xUfx4EebqENNoGmg6iG4GWQKxoaDJu2A32RtrzFiWReGHl156adSoUZzz++6774477gCATCYTi8U8z6MqRv5LaMgXCoX8KZlEIrFy5cqPPvrovffemzt3LhWeCAaDgUCgX79+55133pVXXlldXf3LX/5y6dKlVOCob9++ZEIzmUxZWRn9LsHnLy7kiHIPJASFewAAigoyWDIEwJTBlQABQuAFXRcaUtXPv9Cuz2HQqhJcCTZkoPvBcEhLCKrgKgAqaBKTZQtkyM+MinmZ3WevEyHmO5ZMmDDh97//vWVZ48aNGzt2rOu6hcUdMplMIBCgKn0A4HdiILFFo9FCiWYymc8//3zq1KmzZs1atWoVbfQLNHXo0GHu3Lnt27enmk5QUMaT1L6HPnnzgRwYA4mTCDmoAVAkU6bYBQbBlkACHnRt8FzQdVi27JkHHuzZ8zAFg0tWr+p32klHXngBqEGQVQhITJG9vAjBr8kp2B1KaIW3CcXZJk+eXF5eLknS+PHj/c7piMg599NNmpR78NNK/T99Cpui1NbWPvfcc+effz59/NatW0+fPt1fQUu/KXNlP1hExxE5Jci4FnoGomGjYaHDkaGBmENMI1roOugimqaOdg43rJ0y8nSc8TYmN6Jeh8u/nXTmhfjFEkw2uqM6ssa2YdSVdv9c7rtH2etEiIjPPfcchcseeOCBwoGZP7/iZ1rSs5Qw7e/mL9UjmmjJf9ayrE8//dQfBGK+70Lh/k36pexz0JoaRBc9B5mFaLlo2SRCM7+ewkTXYBwxZ2TR1nHxoqfPGoFrV2KqBs061Os/v/O+teOfwXoDTQvRtZDZlLctRFgktutrcc51XY/H47SqQNM031trYkghHxz3HyOi67p+VXY60tZZIH4xT7+4pWEYr7/++hVXXGGa5p///Oebb76ZNlK16VatWtELSaKQrz7WpFVtkwM1Cdz7zwaDwSFDhhRupBFg4f40NN13kQBkyseQgXJblMaBnAzaZmdSlWQAiIZj4NiQznDLAy0KOQe4CgBV3TqsSdR1CnAAAE8OKhwkGYCDutfFt/ZRtvs9UnjN8zz/Ei8vL/fztiCv0mw2S9E2AKCGlZ7nSZJEyZN+5ebCwuyUfg35onqQL3GZTCanT59+ySWXhEKhRx555Oqrr6bMbKqHW/yPfmAgAQDIIMkgyQCyBLLky1LZOqFGhmiMeQhcAodRs8yPv55b2aVDY3oacuDY2KFdAiaJAWER2K4lpIi2bduqqpJaTNM8++yzu3btevLJJw8bNqxNmzaUsAIAtm1TDXZfsaZpUl61ZVkkyM2HVFVVVRlj1ImWuikAwCuvvHLLLbcAwPXXX3/jjTcWvmQ/LgK9dyEBtG/Xueeh1lfzQkcfDYoEiUR9JtuzX7/GMrZbSI7uocIe7i7bnR2lTiDkKFKj5pUrVw4cONA0TfqzZ8+ep5566vDhw/v161dZWUmaoZU7NGmJ+SRJv9YtGUm/8rSmaX4L6L///e//93//V1NTM2nSpAsuuKCiokLXdRJ5YeNoQfPieWBYsGjRmFt/f/JPT+OSvODbJSNGntnvxGEQi4EsgySDLIEEIMl5Z1aIcHf5kRCFLxJE9Dzvq6+++vLLL995553PPvtM13VyRNu0aTN48OAjjzxyxIgRAwYMgIJAnw8ttG1SQNoPxD3zzDOXX355IBC45557br31VuqCgIhU93pfH5jtSzAPbBcsB1zH3LghY5htDj0EFAmiURIeULM+CQAAQQYhwmLwIyLknDcJ0BHpdHrx4sVvv/32W2+9tXjxYn+FTllZ2WmnnTZy5Mijjz66TZs24XDYdV1fRRRUUFWVBo30/hMnTrzuuusA4C9/+ct1112HW7ZVofhEEcu/C3YE45DOAPkdEkDOABkgHkNDl2LRzYoTIiwq2xWhP3XpmzUq6l5WVkb6oZVviqJUV1d//vnns2fPnj59+rJlywCA5kV79uw5ePDgUaNGHXTQQR07dmzy/p7nWZb1/PPP/+53v9N1/a9//et1111H/VIK+35BwaBR0OwgAOPgeuB5EAqBBMw0lEgQJLJ+cn5MyPMXjSxEuPv8iCUsDB74PZNp1OdP5ftmUJbl9evXv//++6+++upnn32WTqdpe1VVVf/+/YcOHTp8+PCBAwcqikIDzldeeWXUqFGu6z7xxBNXX301DSAlSbIsi7qp+M7wfpK5si/AbEfRNNd0AuHGJCTPddWADAWRGyxoIyaJPrO7TdHS1kiulH4dCAR0Xf/iiy8++uijadOmLV++nNoPIWJ5efngwYMHDRq0dOnSF198EQAmTZp02WWXcc41TSts1ifY89ClUFhaY6t/jEL50WMhwt2lyCIEgEIhkStbXV09b968adOmTZ8+vbq6mjpjAkD79u3Hjh17xRVXCOHtJSAAK9BZwQDQ39JEhLIIUew+RROhrz1aFC/LcuFsCiKS8DZs2PCPf/xjwoQJmqaNGDHinnvuad26dTabpXCI8DlLyzZFSEgFW6QdG0vB/0gxRUg69M0ajRWpBTSpy3EcanBLO1D5o8IHgtKCfltMANgqGUbevF2IsJgUcykTxRK3lpPrutSHnY5FuTWKolB1M6rzJ6Ze9hIKrgbyNrkvM5Gg1kw0y3pCKs1EdWJogYK/3o9wXZcqo2F+9WA6nY7H44Zh+MvhBSWCFwpvMygLFTYTRRNhJpMJh8M79ip9t5OqaIdCIeoeQQUCi3Iagt2DA5JDuuV0jJTftnVlMKHM3aZoDn1ZWVkgEPA8zzAMf10FrX6gPs8AoKoqbVFVlRRIgUEyhrlcrlgnI9g9tlSgoJnZ68pbCErNlhX4yfRJW1lHQfEQIhQISoxwNgSCEiNEKBCUGCFCgaDECBEKBCVGiFAgKDFChAJBiREiFAhKjBChQFBihAgFghIjRCgQlBghQoGgxAgRCgQlRohQICgxQoQCQYkRIhQISowQoUBQYoQIBYISI0QoEJQYIUKBoMQIEQoEJUaIUCAoMUKEAkGJESIUCEqMEKFAUGKECAWCEiNEKBCUGCFCgaDECBEKBCVGiFAgKDFChAJBiREiFAhKjBChQFBihAgFghIjRCgQlBghQoGgxAgRCgQlRohQICgxQoQCQYkRIhQISowQoUBQYoQIBYISI0QoEJQYIUKBoMQIEQoEJUaIUCAoMUKEAkGJESIUCEqMEKFAUGKECAWCEiNEKBCUGCFCgaDECBEKBCVGiFAgKDFChAJBiREiFAhKjBChQFBihAgFghIjRCgQlJj/BzTZD52lf/xbAAAAAElFTkSuQmCC
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCO/C=C1\N=C(c2ccccc2)OC1=O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCCCCCCCC=CC#N Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCc1c(C)[nH]c2c1C(=O)C(CN1CCOCC1)CC2 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(=O)OC[C@H]1O[C@@H](O)[C@H](OC(=O)c2ccccc2C(=O)O)[C@@H](O)[C@@H]1O[C@@H]1O[C@H](COC(C)=O)[C@@H](O)[C@H](OC(=O)c2ccccc2C(=O)O)[C@H]1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC1(c2ccc(Oc3ccccc3)cc2)OC(=O)N(Nc2ccccc2)C1=O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCOC(=O)c1ccc(O)c(O)c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCOC(=O)[C@H](CCc1ccccc1)N[C@@H](C)C(=O)N1[C@H](C(=O)O)C[C@@H]2CCC[C@@H]21 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABzYklEQVR4nO1dd5wU5fn/vjOzfa8CR5GmFBVBUYqoiAUUsMSKvcZo1PgzGo0ajRpLqkajMYnGHo1i74oNEUVRAaUrvd7BHXe3ffr7/P54dueWAwnoHcfBfD/ruezOzs7OzPd9+vMIIoIPHz7aDkpbH4APH7s6fBL68NHG8Enow0cbwyehDx9tDJ+EPny0MXwS+vDRxvBJ6MNHG8MnoQ8fbQyfhD58tDF8Evrw0cbwSejDRxvDJ6EPH20Mn4Q+fLQxfBL68NHG8Enow0cbwyehDx9tDJ+EPny0MXwS+vDRxvBJ6MNHG8MnoQ8fbQyfhD58tDF8Evrw0cbwSejDRxvDJ6EPH20Mn4Q+fLQxfBL68NHG8Enow0cbwyehDx9tDJ+EPny0MXwS+vDRxvBJ6MNHG8MnoQ8fbQyfhD58tDF8Evrw0cbwSejDRxvDJ6EPH20Mn4Q+fLQxfBL68NHG8Enow0cbwyehDx9tDJ+EPny0MXwS+vDRxvBJ6MNHG8MnoQ8fbQyfhD58tDF8Evrw0cbwSejDRxvDJ+EOCsdxAORyOQBE5DiObdtSyrY+Lh8tD5+EOyiEEABCoRARZbNZTdMCgYCi+NdrJ4R/UXdQqKoKQAjhum4wGARgWVY6nW7r4/LR8hBE1NbH4GPzyOVy0WjU+6fjOJqmteHx+Ggl+Bd1x0U4HAZARK7rOo7DstHHzgdfEu7QcBxHCOHRL5vNxmKxtj0kHy0O3ybcQaHrOgDLslRVlVJ+8cUXruv6DNwp4ZNwBwU7YyKRiK7rDzzwwFFHHfWXv/zFdd22Pi4fLQ+fhDsoVFVNJpNCiEgkwn7R3/3udzfccAMA13Vd1zVN09s4lUq13ZH6+LHwbcIdFLZtBwIBAFJKy7KeeOKJP/7xj6tWrbrwwgv/+te/VlRUSCkNw1BVNRQKtfXB+vhR8Em4o0NKyTH6p5566qabblq9evW4ceMefvjhbt26KYriOI6iKH4Qv13DJ+GOC88XWl9f36FDBwCfffbZaaedVldX16dPn1mzZgWDQUVROJfN52H7hU/CHRSu66qqyn8BSClt2w6FQrNnzz799NPXr1+vadqMGTN69eoFwDRNXyltv/BJuOPCcRwiYsuQc7gVRVFVtb6+fsSIETU1NaZpfvbZZ8OGDWvrI/Xxo+DrMDsuHMdhBiYSCQCBQEBVVdu2w+Hw4sWLjzjiCCHEYYcd9uKLLxqG0cbH6uNHwCfhDopUKsVpa7lcrry8XAjB2duKosRisUwm8/TTT1999dW6rp9++unPPfdcWx+vjx8On4Q7KEpLS/mJl8NdUlICwLIsAJqmRSKRP/7xj3feeaeU8oILLrjjjjualSAahlEc3Hdd1zM9bNvejj/Fx/+AbxO2P3B4UNM0IYRlWY8++uh1112XyWQuueSSBx98UAhRXH7B2acApJRCCL8OYweET8J2BiJKpVJlZWUAUqlUaWmp67rPPvvs+eefH4/Hhw4d+vLLL5eVlem6ztosM9CDH1fcAeGTsP1BSiml1DSN9U8Wbu++++5FF120du3a4cOHf/jhh7FYjHXRZqJPSslVUX5h1I4Dn4TtDJzO5jhOJpMpLy9HUbHvzJkzTz/99OXLl3fv3n3WrFmxWIyFIVuDHhuJqJl49NG28EnYzlBcUmgYhhCiOEy/bNmyn/zkJytXrjRNc/78+b179+YgBwDXdVl++gzc0eCTsP1B13UiYteLl1nKxp4QorGxcfz48atXr3Zd96GHHjriiCPYgARg2zaT0PuUjx0B/pVoZ7AsKxKJRKNRL/zAMQnP3VJZWTllypQhQ4bU1tZedNFFs2bNWrduHW/JLAXgt07coeBLwp0EzSy9RCJx//3333rrrYFA4LDDDnv//fcBWJbFtcI+dij4knAnATPQtm0OxJeXl5999tl//OMfpZSffPLJzJkzTdNkBvrl+TsafBLuVBCiSbXp06fPFVdcEY/HTdPM5XLMPd81ugPCJ+FOAjbzNE1jcZfNZgEYhkFEnTp12meffSKRCAAhBJcCt+3R+iiGT8KdBByF9/7J8vCbb75JpVL9+/evrKwUQngb+K7RHQr+xdhJoGkaEXluTw7Tf/HFFwAGDRokpeR4PZPT10h3KPgk3HngqZpeu+5PPvkkGAyOGjVKURTPVjRN0yfhDgWfhO0N1PR/h/9FElLCdVzHAqCpmnAgIBzgm28XWZazzz77AOAWiX4hxQ4IP07YrkB5EpICG7CBAGTQkZAEBVAFoLmmo6oaFHy1cs3woYM7RKMb1qwqbqDIHlTfLNxx4F+JdgjK/3HzkpD4f/ymGtAgAYll3y6Caffv07fZp31ddEeDT8L2BgIE2P2SL0YSKoQACZBC5EAAArBo4eQpai532IgR3kc9t42v/uxQ8M2D9gax0VMBBQoABUQACSEgLQgFjlXz1Zed4Iw5+CAUpJ+ft71jwr8k7Q0kAUmQBGgsDFn0QQAKBEnpADakVVa3YUigbNg+A1EUGOQnvka6Q8GXhO0LEnAhICEARQUUwBVQFcAF2C5UJRyJhrpeQvQdMrS0qgoF7nlU9Em4Q8EnYXuDkAAICgCVAMAVIAFNBVySCqkKYOacBXM629aB++4LoXC+qFeA73X19rGDwFdH2xckAAhJ/JwAyrtJQbAty2XHaDazbsHCQCbTo2s3kGR/jJez5ldR7GjwSdiuIDZyzAB5EhIAgUAoAEiQRCiy+LMvVFvHwL0AsNzjRDYUxo/62HHgk7B9wbteQkDxYvcAy0hSAEiJmnpz/YZoaQl2q4LwoxE7OnwStjcIBVAEFE8i5qWjZHNRwiV8u5I2ZMt7dUe3DlB9H8yODt8x0+4gCKrwlk9RCNlrAEjCgS2xaE3UEh327IdoAL4LZoeHT8L2BYXyzhklHxokj2USglQI2OQuXBkylcp9+iOqQvOVnR0d/hVqTyBAQiEUpb0IVkclzBwgFQBSbPh2pbBRMmBPRDX4KTI7PPwr1M5QkIRQUPCUkuQ0GkAKADkjXV1fGi7DXn0doZFvEu7w8NXRdokmZilwIDUQtBAsB5k0GjMJcuJdO6Cs3IAbAVRIyCI/qgAUEBQ3n2YDFVABwb7WzS7L3+dhFZxPzm4hWIL/D40TCaSE4r1dOFx/3d8Efj1hewIV0UYAIDhCJiAjcGM5F2kbtoucC1tFuhaDO1BYFYhBqnAKRGCXjgZHKDoUHvAbBiKAZgMEBECiQPL/eWsIOIBKEA6golGBAWhADIg6Eq6ESlAlZ/kAABQg4POwGXxJ2J4gC1TSWCslCE06zBVD1D376ptvvl7ZobS6urrXvnsd0/OXIh5DDIACIfN3fsGvKqAE8qmokIADaFujuFLeG+TJYslJ5OwsUvIvK96xqht9zsdm4UvC9gQH0AEViLrIC7eAk9SoDE7D31+e99Eno27/JariCAXfuftvHXUx7FfXoqIUYY1Enmx8sTVAdfM6JFTkBAgIY5Nwxv+6NUjAAoKAMAECQrAEAAQBWAAkAoolpAkACOTLPhSfjc3gKwbtCdIjEiumNuAgAMDBymlfjzpoFHp3RVUUpcr4i86d/dYHqEuDYArogFl4WEA+i5QAG7BlFE4AtgvbgU1N9lsRxOb/SsCFdCGhSEDCRtBFkAr0VhRXwIZiQ3GgCCg+AzcLn4TtE1RQJV1oAFysW7Ic++6LbMIELKmjY0XX0jKsWIUAZQEXEEAQCAIq4AKWyoJJQrqw7KA0FeguLC8vPK9Birz3ZbN/XUgH0oSEJqFIkMy33BCABtLy0pq/OuRAWNgsx3dx+DZhewK7NZoKeUX+RQjkpI10EiXdQnCghLBhQ3WiDj07A04AagCKUqRtshAlBSENYA8KpBrkOouNdFAqeiILazYV/RVQwOWNasFrJOCIvMT23Ei8UhRbiT48+CRsT1CBCAop2VqeFhKAii4jBqGhGqk9ABWJDNSw2b0ccYJjlyiAylX4CjthVBWmihzgKEosoMKRcInzUTerLrL0ok3EmAIlBHAej1DyMtARsDYOflBTOxzfP7MZ+Opoe4KgfJI2hxnyvg4AKg44eewDzz+d+XImcioazKduvGXIqceiqhQ5Eykdlg6YIDtPI1mQqIArNAQ0aCoQCCLQxJIi/yc2ln4oxPtUIEgIFkcgC8JZLRxd0FvpNUDzSbgZ+N7R7Qfus0RElmVpmqaqqmmagUCAX3Qcxxttnclk4vH4ZnZBBfNOBbFIFI4FCkLCdOo/+fLzV95aOW/Bbt26DD32yN2OGSGiJXj4VXTshLHDURGBpUKLAAHbsAORkCQoEhRAGnBgV0ghSIFQil0vhVAIJKTiuVVISsdVVVURChuBDqBqEATXkmpQAWBkMuGSMIggpCske3NduFFEVX/p3xg+CbcTLMsiouL58h64L703TSkajX5vDxivgFDhe1oC0CBV7sdtSCQc5ByEVcQoTQlr9dqXTrm4eyh++FU/i044DsEwAoHGukRF524wFJCCAKwAkoAAKiSUnCMiWlNEsaBVEmA5lqaoqqIqhTwBfiOdsaKlQUuCgKACTQKGCwiQhJmDnkGHUqgynapTOnSwIEoQ03wjaGP4JNx+8DoOZrNZIgqHw6qq5nK5WCwGwDRNx3H4eSKRKC8v3+xOvKi3CxiQAohCgsiwjLAaRFbCBYIy7wnNplc8+OhXTzxXksXYs88UV58HYaGsAygAKwBFs0LIslYJBAiKC6FsFIRwN/5SuK5rOwqgkQCEE1A3wNG0IEFqQBBKzHWQdOAKOA7WrYUmURZHQEVpEDGkgShKVQRa8zS3P/gk3H7gFvQoanbmKaheX/otT7T2XCMqwRUFEkqAJAkphAKToBu2sEVE00IRODr0VM3fH1n06OvkUKfjD9vnjuth6wiGESyDFnSCARNwXSguYhrrt9hUHQVAIBVCeNELfkNDWpEOpGtmykMxFwhmssIIoSH7+b33rlq3Jr5bx/U1ayOme+aDf0epidIyIAafhBvDJ+F2gmEYoVCoWM/MZDJffvllJBLZfffdu3TpUrxxOp0uKSnZdCdsm6HgcrSgCCAoASnz5CEFCkwBQIakgK2DkjAlXv3kjd/dHYXa65Chfe++AR2iAOAIiCiC4bQCAkrtQgiBPTYbk9C2zFAgKLj7twRcCduFsGXQtIx0OBiHUCwjFUQQufCSe/65dNWKsff8BcKEGkr888kZc74Z88S9CCsIRiF8dXQj+CbydkI4HGYG6rrOA5IaGhrq6uouvfTSgQMHHnHEEW+//baUUtf1XC63WQYi75FpirRpTTJFgeXClLptpVzX5J6IQkALI1SCcBjHjT7+T7cGItGl02e+fvGV2JCClAgC0oS08k5WL663CRQgHAwJCLgE24FlQwJaAEJVDCesA4vWYPqs+a++jvp6OObXX3429rpfIuigIoQgykcdmV6fRm0aFPCD9ZvCX5O2H1jtZL8ogJ49e1ZWVp5++ukrVqyoqanp3LmzECISidi2vSXvKAFCklBkoe9ofiHVAhAIahwNBIC0DXLs0mDQTSfV0hKMP2RU793evvr65Bfzp5x95eF/vhF9uqGyxJF6MGcpoXg+7LGFZZkIjguhQhUgwCU0pjFlCr6Zu/ajz2dXr/w6qne71up8yLgNiVpUBEkmMpEOMZWUPfuuTaVBGoRfQrEZ7AQk3GRppXyZQPOXN/nkxvUArQ7XdTVNUxTFdV22/ZhpvXv37t27NwAi4s68m2cggwAoxQedD5TbBAkHQtHy5AwGoQZDcKRa0RmqC9tCvx7H3PuXr//6z5nffF33wL8PumBC9yMOFoqmgFgRtYgCisgXAEpAQHhtpGwLNsFVYNnI5DB/wZefTl351Vex5ctKshk7a/Y9YNCAQ/bpPPIglMWVeBCpRtGjjwqRc8x4KLRe6igr+d+1Ubsk2jsJuah8C8ivu5tme/B78vtX5pYlp5SSG2AbhhEOhw3DSCQSQ4cOHT16dO/evY899tihQ4cKIVzX3VJfUAFuVyGKDjt/nEFR+AM2PPNSTRGQBAQQLYfmYt8B+992w8KJz177h9uD77/1xPPPHTzyUIQFQJblqOFAWjpRRdMMgDNgXNsNS0VTAEI2i5kLjTfeXfzRx1ZDQyCsxGUuOHCPriPG9x06GCOGw8ohWgIDnXp1r58zv0Ov3aNhQAnWzJhStk83hAHXghb0hWEztHfHDJOQCo0eCs4EwdIB+etNnG28UXF5M2x6X7QsCYtdoPxPIcS333777rvvWpY1aNCgww47LBKJeG+14Fd7fe9zuVw0GgVQXV195ZVXvvTSSwBee+21448/nr8xkcsgGncsqyOCsIG0joqIrVmvvvHKrA/eW/vxtIMR69KY7RsNl4S1Xgfuh3GHY6890alj/mQtW71o6ieqVPscdNDdN958zW9+I6o6LVn83X8mTrz8yv/rMuIgqCqCIajtfelvYewcJCz0WSDFqx8nRWka4iebsoqVTdi15WW5BdngnWrLskKhUCqVKi0tBVA8RjeXy4XD4ZadaK3rOtPbcRwhhDeI4vLLL3/99dfXrl374IMPnn/++USkRCJpIACUuUCDMX3ylCdffObZD99IZhKQqBK47/Kf79uly4Axo7B7FSIOXAWpGOauwuQv5732di5r1ksjPLDvEY//A+uq33/lJcXGHn379O7bTxywL+wcKsqgBnzvaDO0cxLmG5lIVyjkpeqz3FMVpzh/X8BR4HqNIYqw3UjIMyFc12XKffzxxwsXLjzmmGM6deoUiUR4VgTTzxNZLYJcLhcKhZh7PIjCtm1VVYUQ995773XXXQfgz3/+86WXXhouLV2eqJ09c/bkJ194/ennDMrpkEZQ7Na/1xWX/HTckGGDBw2BrsPMQrXNVfNmffzluknfOAvXdwvE7USu++579B09Cvv0xvgjEFKQzaCkHGvWoFcPGBl0LHUcWwvFfXW0Gdo/CV1AkaaiEBAChJu38ywVTiGBmItYHS1Pwm0qpmkpEno6IU9Hsizro48+mjhx4qRJk6655prLLrssFosRkW3bLT4rwnVdL0/Ak7Ge+H3qqafOO+88AGPGjOnQqeO773+Y3FAfB0oQ2Wv/wSdccMbhE47r3rVHGFY0Z2PBaqRtvPrm/E8+rm2syzqOKKlw4rGDjhlTNfpwVFWgojRfOCUUqAKWjvIYVCVjW8FA2IEbQVD4JNwYOwcJkVNAQJRJ6AIqTBUWEAKCXD8OUBBWwV0htqKJEaNlJaGiKBwkDAQCQohMJuOFBNlh03Lflkexrsv8Z7vUtm1N06SUqqpOnz796KOPTqfTEACUo44cc+zII046/ic99x3gKtSoOEERWDhr+pcTX53814fOGDwiUFMnUukB++3T/8Ah4sjD0LcHyoOoiCCgwLShhOESGjPoVIGgYgK1erI8UqnCDUFV/OL6TdD+SegAKrIKJBDl1ikuoMDQYAMhyKDkfidAmLdV8vnHovmeNouWumOIiNNEPb/L6tWre/To4VmGnqj0aNMi8AxChm3bUspgMMgTC03TjMVihmHMnTv3tNNOW7F21W6D9prx5Vdd1GiuLhktL5v6wYcP/ffJdz94N7G+NgZUAjedd8kRBw3vs98+6NcL0SCgIBiEhoxjaFpEQAShCBCgWeQ6IpB1cqVaPAgIvgpbDkXukmjnJCwU121KQlODCxkCVFfmScitHaDkA4mMjQNum6IFl+3i6ZwrVqwYMWJEeXn5n//858MOO4zTtZmfrTFZ3quZQkEf9maGopCwunr16p6790QAr0yeXGKpb7/4yoeT3lu45FsKBm3H6r3H7icePfays8/pv99+0AgqQZMGpEAobeXiwZiAcCAJpCBowTaljCgxARmEEgKcpKlxBYkfodgE7ZyEG6ujYUCVeTeMq0kHdohUOIR19YiEURqRlqlE4+RK4bkfiSCEpPx9X3wuNutK/cHgdFBOhWG/i2EY8+bN69y5c0VFBUfnXdcVQrQ4A7cApr1pmqFQyDTNSCxKUpaWleUSSQXQApGufXufdN5ZJ59x2oDe/QNcseFIkAtILt21oCmAlu/lJqDBUBQdigsEgBigOYWSRKWQd+froxuj/TuLC4Fp8jrDC0DIxrr1HTt1TK1dW9qpCyrLYFjQc0ooBJeklKrrQlWZgQAUsfn7vgVbopSUlJimGY/HXddlz2c4HO7fv7+qqi3oCN16FMctVVUlorlz58KVKlARifffrddhRx7x00sv7TNgLwMwARsQgAUlqLELWgEAiSDrnlTI3BHgfALOgdOKS/FVkOITcDNo5yQsZI6wCZVvvqJIQHas7GhUry/tWAXpYN06hCOIx+AQhFQVLoJ1IcRmx/e1Uo5xNpsNhUKZTKasrOzdd9/9+OOPzznnnAEDBmz0g1o0TL8FeP5SAKqqSimnTZtGwGGHH3HHHXccfMghACCQcxxJdjQQ5gw2BSAowluZSMJSIIAA91NUeCkMFfpsk4DU8mGjQhM2v9VTc7RvEhIgBRR2ioIVHgkhIQmGFa6omP788y+/+MLuvXsqprP2u8W3/+Nf2KMPNBUAXAeKwk08iUgom1+lWzC5tLKyEgWade3aNZFIfPvtt0xCKSWbgtuNhKz3cuhSURRVVWfMmKGq6oQzTz9g+FCIvLc2qmmRopukUFOvQID43It8NpJTOFchDgtJACAl32MNhcYzvj24Kdq3TcjXXgNUqzBHQZESrkoSDenk3IX333fvzbfeiF7doQSM9z9+6vmXLr7/fnTsAAC2hWAAQkC6UBQIkW+nWdTaSLScWWgYhmmapaWlTDMOlzMNpJRExP/kjVs8c21TsGOGiAzDiEQiUsrBgwfPnTd35py5+w4cKIBsOhuPhOG4Con8ssVoqvpVoEjuspEfKSMVNHX+BYTiinyrNSELdVJ+r6dN0O4XpnwFHF9jkpIbQguJQGjWx5/85Mgj0Xt3BFRkU+HhIxJrqlM16+C6AFzbKcolzd8XrXd7hMPhsrIyIUQqlQKwatUqRVEMw2Ap5IXvALiuux1WRk7Q8fxAa9asWbJkSSgc7t2zlwCyOT0UCimqqgSC0FQ4rtdmNE8wJZ8qaEFyP29B+WbETY1wBE9rk4Kf+/0Ovwftm4SeR6DQIJ7/k4CEpKVz5g3Yow9qqgGJgArQiH0HpxrqmYQKS79CNtl2QENDA4DS0lJd14855phLLrmEk2OEEJ7cYwZuBwepF5/g75o/f76u6wfsO7g0EFYlSqORYFBzXCedSUEFgioCEgHpaNJUpSFgCJhCWvnWhiRAJIi3QUBC40lMUoVUIC3InJBpTWY16fg83AStbBMWFnRXNGl3jKYAAAFswRe6xApIkAIhyZuE6Vlm3nrcrDopbw1CgdQASIKU/fr1q123frcDhyKdhRaCaTWuX9/TykHYcIQAQdoQUGwTigAUCMXTPgtN/tCC61RlZSWnaMfj8blz5waDQcdxig0zr56wpb5xC+B0Gf5SwzCWL18OYNiwYVooAAnHcbWgCkWEoxEosEwzGAq5kC4Ut+gi5LVQiKaiMHY25/8lQYoQEoWxF6rfXmZzaH1J6AKACeQAO98KXfIMA5tFFnGPFGlCmpB5OQYJSNvbptmD8jtmbroAQkAIUCGgaKTAEQB13L371E8+haPA0JB2ocs11at77b8njEZk0pi/EIl61K2FImEZsFzoNu9Ut2EADqQDV7acr5QpF4/HPW2TxZGiKCyOuPHh9iEhf6/jOMFgMBwOv/3225qmDTtwOHNLC6oANEUNBAKAEgxFAEWBokEJFT00KCoUBYoo/OUHNn4EoISgxKFEoPgk3BTbRR0tyEOlsHaqnlQsKJRFvYU2+hw1+8dGLwEFO98RcBXwBNp8FCsc2Gf82IRtLnjqKWghLPh22l1/HjpyJKSDYGDJf5/43blnrXvuRWgRWDZqqiGAYAAEQQgIzq5RbGkrLXSKOIsaQDKZfOedd5555pnGxkauaWgrsDeIn8+ePdtxnOHDh2/BchNQ1EJhitZ0HfOsK+Iemv7mBSM0KNyE0ddGN0Ure0cLvYNIQ74nipc8wZdJFik3ivdUghQS0oICvnLNjlFINElCz36S+U6ZUkJKZLLQgvZ3Sye/+dbqRYt7dely4OADSscehbAGstNvvfLaX+8LLa6d8LOf46dnoN/utoNALAJyuGk0SHHdgNo6rrzq6uqVK1cedNBBrZGhtq3gljaVlZXRaDSbzbbtweyaaH0SUoF1xTacKPJ0U9Hfgs8NBX8nCsElz3oE8iQsMNbjbmHMAhFIgiRSWUQicAFJIAndhBLE3EXo2RlhE/PmfXzFbxOJTJ9TfjLwmivRqztCipSukCTUICSQEwhrLRXb4lS1ZDIZi8WaJW22wN5/BDKZzKeffjp+/PhRo0Z9/PHHbXswuyZaeRkWIEVClXlWCAlFNolBFEXiiggpC9ajN9Mn7wwopq73lGUpyY3iDYoCRUV5GYIaXAthFXBdS8fK1e/87P/wl4cgIhiw12EvPWbt3rH+jXdWXnE1vpsDMyWUQJ2jWjIACkCTsI3/1cNma8G5aWVlZVLKuXPnAiCitmUgr7/xePy9994Lh8OjRo2ybbsNj2eXReuSkPLDZPNkc1U4ChwFVOBSnmBFoSfvgwBUgkpNg9qL38pDbmooKtzN3YJwhSBF1YOaVARK42r3rnXVa6Ruzv3g42lXXAepomfHCf/60269qpZM/3zmTbdhyhfCdDpwUZ8CaArIbUF1dP369QC4XiGTydi2ret6i+1925HL5fjJ559/bprmsGHDWrCEysfWo3VJyPxxABJwBDJAAshBWvmkpqYtXcAR4CCS4r3j5lVSj4QFo1LJj9prChHy2wpBkVBcKBABB1radkQ4JtVwImfqDnUaM/rY555Kl5c6n85ecdl1WLMCfTr0/dct5UcftHLKnOUPvIj3PlFTyaCwHQVuQHNjMbSczcb1SolE4qCDDorH41zU11I7/wFgSZhOp5cvX64oyn777deGB7Mro9W9Ap7+6AI62PUPAJASrhRSqiSFK9VCoIL9kxyDggM4+caEALg7ZpN2Sht/DZqkK4+tdEGhQFhCpHJGNBpXA0G4Ngb2Ofje31f07LZ67tzJl12NtXXo3HHIPX8Ycey4WV/NeO5Pd6c/mALbEnAyQMY72h8N27ZDodCMGTMeeughrh7Sdb01Sum3HvztixcvzmQypaWlvXr1asOD2ZXRuiRUgSBRCJCmBZALSZAq3BAkDAu2hOHAlEgZMKUGV4ED14GUIFuFhC1hOSqkKXXByWjFgo+4PFfJdzQplCMJb34lhAaEICqi4QCHiWNRlGg4YPd9H72z19Ejnc+WrDrvt/hyIcKhbvfc0P3so5evWvnlK5Pevf9BVeYjkBJgpZEDDLZte4YTVwM1+8mbmlWmaTY0NPztb38bOXLkgQceeMMNNwwZMmTatGlsEHoaqZTSsiwUEspaG15ezsyZM03TPPLII9s2XrJLg1oVksh2yXIpZ0py15NdTYZDNpkWpSxaXUv1aWrI0boc1efIypGdoXSaDIvIIsei1QlanyVpp0knckm6NpFOpBM5RGQTWURu01dt+iBJ5BY9iLKUcaw6ytbQrC/owis/jXb5bPhw+s8/KbmUkquXP/DQUKAH8OT9/0g5dooobepElMvliKixsZG/K5PJ8LxBTjdJp9OWZTmOo+s6v+g4jmVZixYt+utf/zp48GAAwWCQ28lwM4uOHTu+9tprqVSKN85kMpzGzWlr6XS6da8LERHZtk1E1157LYBbb72ViPgYfGxntDIJHaKspAxRziXHzZKddrOUs2j1hjUvvPn6dbc888tfz/rT/fTk27QySTU1kx56QJ85i+rqKFdPidoVDz1LH35BrmGQRdImx7WJskRZIpuILCKLSG5CPIYsMNAhsguMJVpLdRlqJCtNDY309bw1F1/5YVXvj/rvnXriflr/Hbm53954c6VS0hGxay/7OUnDY3ltbS0R6brO0wUdx3EcZ9NfnE6nlyxZ8sADDwwfPjwUCsXj8fLyckVRRo0a9Z///Md1Xdd1b775ZgChUOjJJ58kItM0+S8Tu6GhoXUvSgH8dSNHjgTw/vvvU4GWPrYzthcJsy4ZNpFNlkkbjPVPvvLHcScZUz6hhQuqH37irYNPoOc+pOr1D13yU/3996mxnuxGSm746LLrGh99gRIbbDLIscixbXIzRBkik4gsIpNIkkP5R56BskgAOhuRUBKtpXQd5UjmaO0aStbTmhq68Y/P777Pc2dMePqOG1OUayB64vH/9qvqUQKcfdx4cpz6+noWUCy4XNc1DMP7iclkkt9dsGDBfffdd+CBB3LdIICSkpJDDjnk8ccfzx+XlERkmmYymbzrrrt4m9tuu42IbNvmnfD+N0vvFofrumwNqqq6YcMGIto+3+ujGVpfHTX54VIiTZZNKYuWNLx4ysU042vKbKBUDW2opfv+U3v2/9Gsr1+69EL71Zdo3WoyaimzYebPrqH/vkG5hCETZBvkWEzC1CYk3LwMdDemokMOUT1RLUlDJihXQ6l11FBLK1YvfPqlYSjpAVx35S9sMiw39eabL+7Vq3cQyrHjj6mvr/f2zWKQiDweLlu27M477+zXrx+Tise8jB8//o033vBYl81mmWOevprNZl966SV2jVx66aVUxHBP0W1V8PHMnz8fwB577LEdvtHH96GVSUjkMjkkWYkk6RY1GDR33e/7DqPqVSQ3EK2j5Ep6fcqHfYfTyuWv/vSMOTfesOGpR+a9+sTKV55558iT6bGXSG+UlCI7R7Zlk50iShIZRGQRGUTuxgyk77MOXaZrhqgmZ5pkEDVSYg01VJO0yJLTnn+/hygPA0cddaghUw4Z0z6eskf3npqi7rPPPnV1dYlEgk01tv1Wrlx5880377777l6YYY899jjnnHPeeecdz3RsbGwsli3MW3bt8CvPPfecqqolJSWHHXaYlDKZTLb25fDAx/Doo48COP3008kXg22H1vWOWkBSoAFIC1AsBPBoZtURLjrFGoVVDxdxBV3KskYKthEPBuxMykg2pjfU1a9dLbNppNIgKfIBQi9UsXF4grDRGGex0YOEJCFdSFdIBYgRugSDAYRclOfKOuQqKiwhnIAYeuLo/055p7Jz76kff92/7/71GxoOHjV8+ucflpRG1qxZM2jQoPr6+ng8/s0339x55537779/r169/vznP9fU1JSXl0+YMOH999+fP3/+k08+OW7cuEgkYhgGgPLyclVVub0nCsFx7rpLRBs2bDjttNO+/PJLTdM+/vjj0aNHZzIZIkKRy7T1wK7RyZMnK4py6KGHAhCifbdZaMdoVYobRHVEa8jMEJEk0l1ak6AVyT8dMtpY9jVRtUOryVhGr73xxRHH0uJFr5x3Fr36Cq1ZSZlqWrZgya9uoadepXQdyRRZObINSbZObpbVUZvILPhNNuOZ4ZddJ/+wbXKJbNJzZJNtUCJHSaIEUb2VNsjQyTLI/eSzrzp22K1rt14DBgxYumAGUdp1jGHDhgGIx+NVVVWhUIhv3969e0+YMOGll15i+ea6LquaxfJks4oliyDeLJFISKJ5878btO8QoPKcM/6ycgkZOXJc1rGtwg+yiezNyHYyiAwiO68PEOVPxybnYbNwXXfgwIHRaHTy5MlbOGAfrY3WjhPKCGRcujEHMIC0hfIyBKz9xh059fHnsCqhbrCwqO7jJ57e6/AjEe7gBiqTgThKOsCJomOPGdL+TnGglcANAhpIERJhklHIIIcN1aIw/caZpci/rCiFh8pB0bCEamsaSoMIE8JAPBBWoStI2LLmkIP2+fqbz7p17vTdggUnnHDSrC+/mjVrVnV1NYBMJlNbW9urV69LLrlk2rRpy5cvf/75508++eRQKARAURQ28IqrATebBcbZ27xZaVmZC/To0//lNyZfcMHdz08UE8Z/+c0M2C4cyA16NQcq09kGwABAJoEAS/LkQCADpAAdjg0AkvKhTQIIjgNJcBz5fQHA+vr6BQsWGIbBQRRuEMx2rLdNs3/6aA20bmU9Z4wK24aIAIAWQBDoXDZqwvFv3HX3uzfcGpdk2U5Zz96lF58PVyTUUCYULVMCIBWKEtijZ7YsDklwFGhN6TB5vTQ/U+J/rCMFVnqbEQf9BSHoghRIhQhuRq8vi1QIyFg0OvWjqadNOOX999+ZMOH0ssrOa9euDYfDP/vZz6688srOnTtzoK+lULchUdmxvMtupX++60KnofbN17859YQXH37q1MPHK7FIL5eQSdgdKipd11QVRwQ1mA4CGlxACQGmnm2IxKJQVbi2CwKZRCFpByEQCAECmqZg485RXNmYyWTuuOOOQCAQiUQqKirS6TQvGc1Kq4pbb/hoJbSuGeBA6pAOmRUUg4TpQKoyHHCFqyOXxbIVyBgIh1FZhk6dkTERjEEoiMTg2AgEGlatLKusUEtL4ToIaMBmxd02CXMHMAENMpRvq6FAChvIWmQERTSbQmm81MohGMK4cYd/MPljRVMIysKFC/v06cPniqvRW+T8eL2RBMz1ddSpJHzZBfMnvbbElfq/njhjzDGIlEBRoEqAkEitrSiLQ5TAVfQkCIiWw7SMUDicyabi8SjBtaWuIKZSQAJQkNNtVchoJEREPOIilUpNmTLl3XffnTRpEre0OPXUUx9++OFYLBYIBIp741Prd3zzkUerKrsOuTrZBtmW5ZAkkygjKWOmyElQavWyf/7luUMPpmf/Q6k1ZNSSniDHItsl2zXrG8mwyHH5YaRSJJtiDp6lJ718ma2FTZQjsnhP0iUpySHLoYxDGcPVpSQ9Q+SQmSaS7nlnnxYKagDYueLFJ1rKdpJEDrk2WbWptSa59RkyDLr1Or0qNLFD4D+P3Ef1dWTalEiQlERkuNRIZHDk08oSuWTqJCVJSVnTcch2KGOTlc5RziBbkl3wTjc0NLzwwgunnHJKhw4dvEt/3HHH/fKXv6SiRJniTB0vblm8gY/WQGuHKFySFkmbLCI7H64jSyczReuXrbr/rid69KH7/kENK2xjLVEumW6wLYOk61Euk056xPO4ZxceTiECsg3Hw4cim1JtHLIcMhxys4YrHSKbcmkih5KJhrfeegnAaaedRgVXSm1tbYumlVg21SYya6UkhyjnZk2iVJYe+5csw6vdtK9+fTGZSTJdyrk5U1oWGQ6lG7M1DlFatxxyHaJMjnSDTIsyNiWdhgw1mkQGUdqkmg30yivvnHPOOR07dvS4N3z48JtuumnZsmWO46xbt46I5s+f//jjj3sBmPyZcl2Pe8WE9NHiaP1uazkLPI5HAi53ndfgOohEEzW1lZaCrA3HUUNlDhQlGFIDAa+yXgECsYi78f5Q9O62a9I8wl4pGlAoFUBCzebsWCTUsAGVFYhE0NCoV3aMfz17FgT69u3LcQUAnTp1klK2YE80DWpZLEQSjoVgiAipUDQ+4RylY/yEc8/9aOJTX66r6/SPp3cXwYgaQCJllZZqoWjEhQyGVRumgggpECpIQiVoagVJ1K3DtM/Wv/XWGzNnTV6+bEouUwNgxIgR55577tixY3v16sWt1izL6ty5M4ABAwZ07NiRh9Louh6NRrkXOBU0UvJ9M62J1idhIOC1QbdtuK4dFJIJGXLQK9oBIgY1ZEHmMpnSeAcJ5PQcgEgkarmOqgYIsF07qAZQZAz+8MbYniNHQMAhuAAUqLFoyLFR3gGpDCBlRccIIfvhh+9FIoF+/fqx06KhoaGyspKbZ/+Ys1IE1dAD4UhQKHogqLh2TAnAcRrC8coxJ+L1t444/8wPX3l1Qfq0GRNfmVCzGl12C5o2QoFwY5rKSoThEkk9EoqQDThYvRxfTcekSWs+eOezmuzS7p1DQ4cfEdLSl112wtlnn81tttnvwk/YnUtEhmFUVVU1NDQ8//zzp5xyCodheEhbC/1MH1tCK5NQAKqAYZAWEmpAaAggAMuBY8PQq6qqFqUyqF6HQEggGIprlmsH1ICiqeFACIBpmrGoBiCoBr7P/bJtVCwO8wsJuAL57qYKoAWQyyJeAoIi4Ui4X8+epevuueee29jYWFFRwY1DW7YYNxyOSNtSVKGIkCLgOghpIctNi2DJiCPx9Iujb7t1yshD973852+tX1c38eULgmHUJ3HLTQ+cftq5+x9QHo3AzOCpx9LvvjVr2ZINa1ZtIBmsrOh87PATjzlh76PHY/c+FwshOR+1uMcpj0PLZrOxWCwSibiuW1lZWVNTY1mWxz1WlnwHaWtjO5AQbizkIGABDmABJRw8K4k1moYBoCQOKR3AlhRWAwDCgRBTriQaQzOabaoW/fDbI9/FVAAExXGkpimBEEEIAceBtXrtqkSj26dvb9d1KyoqUKjB49v3B3/rxnAhskogBCfC+oKqAoiFVTgCAhh2BP67/+GhEH53U5c3Xlrx4H249GqUlWD9mqiVKn/6QXwwaf6sL9aBQrpe32k3e9xJ3cYeO+TII7tVdQYUWAagQBHKpj3d+CfEYjH+J8v22267jR2kN9988x133KFpWrNWVN4kQ/741qjlVPDreH5Xb/YGClWa3AFV0zReFPhTxbPEd260Lgm5x4wsVMe6hXFZQnBjQziaQCAATVMhNCWibDpDcrPGSJM02/axSUU9vAtQBKBpAKTjZhUtaDu2YVvTp88D0LfvXqqq8t3GYqEVmvMq+QWBd+xCCGgCum1qQVnaMZLYAFUJ3XTjL5586p1Tzhxf1QV6Oi4knnl60ncLaoJK12FDB044c+SA/TFwGEQAro1kFrE4IvFtPhRN0x599NHPPvsslUpFIhHTNIPBII/NCIfDzD3PUNyyhGT6qarKZ4w9zIFAQNM07xXXdZnkqqryHFVuSyeE8J5v+/lsZ9gOo9GkgBIodC5U800KBZI5VSgiGoGUSOmhcMixTU0LNZ9et2USYpslIYniD3mdaoVp6UKRgaBU4AS0sKbFv/pqJdQuIw46TFVVy7I87nHmZwtpaCoQgww09ZRHvqOGVBAKKg7qBDqUlUZq66qPOGLg0WOHXX3Fm0//9zgzq5aW4sprx2hB4+BD4lWd4EooAfDkQFVDZTkARyKnILpNV9l13QkTJowdO7a0tDSbzU6ePPmEE04wTVPTNNu2WRHwiLGFpqksQnn9yuVyQoh4PO713udtmI1cY+kVPUejUdM0c7lcRUVFmzdl3T5o9R+pAkHIICFMiAAhFFrEROORSMwOahAuHAE3oImQ18hpo2zsTbG5DLWtxUaf5XmyAUALBYOapglBEkjrjmHi7TfmwKo45OAxKGhNnpOw5TpBKKBA/kBUQNHz3VMJ0uXmOkJBQAAEY+nymlvu6NhQr0+djA7lVfUbcOLJ2rjj41W7wQRpYQgVjms5DpFkUpO67f5jy7JKS0u7du0K4MQTT3zttdcymQzPjQoEAsX24Zb7I3pKLJeJsOvVqyMxTZPPIY+pWrx48ahRow455BCu6giFQhUVFZyotK3H3x7R6mlrKgqNRCU0raBAEiChG8ZqM5kRdjwUhgMogLNJq/T/ybRtomLTxoWZlqTx/yXPFQIcKLFIWDro2nFUv3Gj9tl7KAr0K/batww8R5ECCBtwIWyoIQABAcuicHA36UJIlFeowZK1SqDrr3814b67P5OUCYUQCCKgwTQRCQkAAjKsWoAt3Zi0oAYDAZRt67FGIhH+patWrTrkkEN+85vfmKZpmuann3564IEHhsNhNu1c193K/oic2KBpmhCCRR/rFJlMZvHixR988MHzzz/P80ld1/3888+J6JxzzhFCVFVVbeOxt1dsL3Evi0qReNWXTlYjvVPM7FwGRfBsXWhFvYBFvhs3iS09ftBx2AVblcOG3ERRFVAVaK4bcG18NR2zvmpI1Mc7dQAKepfnXWwxHopCtyomEQTgFH67FJCCYFlQgIbGVRUVgVQGR49Fvz3LP/vibVdKIWBb+SkQIDh2znAbJKUDqgwHoBKku82SkOWbaZo9e/a89dZbQ6FQKBQ67LDD5s6dG4lEhBCc3VY8bXuz4OotAMFgMBQK8QhUTdMSicQHH3xw1VVXDRs27IADDrjuuutmz5692267jR07dq+99opGoxdffPHdd98dCoV2nSao28MxE1DytgoUkAYLCKlALNAQptUxub5M6RBXoUAPBxStyTKSm+xq0xc348j5H5CF8b6FzNHCXZrLWWqYNDUQVDWSmPu1GVb7DtrrcEUARbURruvyWM9t+M4twQFsCU2hgCANCgA7r5EKOxB0XUoRIkINdO5SGY92KSuBa+OamwbMmldaWmYrCIUDAGAZCIYRCahARECxHdM2EAjKQFArTI/fWgQCgbq6uk6dOrHeKIS48MILhw4desoppwD4+OOPDz74YC62AKDrOkvOTcEuHC8ZNZlMTp069bPPPnv++efXr1+fzWY1TevXr9/IkSNPPvnkI444IhaL2bb9z3/+8/rrr7/77rsbGxtvueWWeDy+3WZUtSW2Ocdmc2V7zd7xHg65Blk2WV5nNJsoS65JBjnJu6++pHcQf7/5KpmpI7KzRBkiu9Atxtn4YRfqB4sf9lbVzTU7SFeSQVRPlMx/jU3kkCQypa5TLmVR1qTzz/m6quzNe/5Ipk5ExM4DIjIMo0XT1mxJaUmG5H4cZBMZ3MHKMBJEOUk5hyiToWmfut99R4ZJhkOGQ599QuuraV0d2USpXP4UuWS5VOvQetcxyJVEOaIc98TaenhtO7xE2ZUrV3Irqvnz5/fv3/+ll17amhp83sZ13Q8++ODSSy/da6+9vLhOz549L7/88mnTprGmylvyWbUs67nnnmMZ+LOf/YyrnHd6bCMJi3u3NFFxo8ROTmgseriSS04L/3eIJLkkrVt/fU0I+OOtv5WWTuRmTau4W8xmm1Rspm3FNh6/zJe/riNaR7JAbockuY36OoPSOlFNHR108KtlJY98+AG1bP8xy7L4hpZSmiaXJBeX5BpEOSJDkuWQaxFZLukWZXU66+zHXnxB1w3K2VTfSD8968unHqFklhcj2yZyXE7yThM1Fnp+FHbeEqivrz/wwAPvv/9+7oVTXV3NFOK1yXVd0zS95cmyrE8++eTnP/95t27dPO7tueeeV1111Zw5c7yePbIALyGen7z55pudOnUCMH78eF3XE4mEtwjSD80m/75PcRoD71xKWdxxi4oyaR3H8ValFsePVkeJ87/yk5cKdX5NUKAIgEAQEKLgqoECoVAkpkQiIhIXgTARhVSFHEcUQrqtlaORd7oq+VBAoSZYN8x4uDIn9foNMqoq1WvqJdL7tFxj+FQqVVpaGggEOCVFUZRgMJjJZOKxOAhQ8sFUAjc4VgiKI6FwTBXQc2bOcCQAAUWDY8dtC9LlGVQ5IKQiJAmqUHk+buE3oqXM/urq6kMPPfTyyy9XVXXhwoWjRo365JNPevbsGY1GWedkd+hHH3303//+d8qUKatXr+Zexrvtttvpp59+3nnn7bnnnpZl8ZhU3idHEQEEAgFuvcN7O/bYY19++eWf/vSn77zzzogRI1566aWysjIAHKvks7etZnmz7angafOiIOytZeXZMAwhBJuyhmEEAgFVVVsvYrmNJGwWGMhPNSuMSS6Yc0Xt6Jv8+s3OAut1uq6nUikA2WzWuzatCJ7sLCQQAgIQOlQ2mRRFhASUsBLo2gFL5mH1qobhBw2MhltsMeBR9aFQiG9WItJ1PR6P58MwpEDIYsJISFVRiOBKuBKRaKA0HlYAIlgGtIBbWoZIFHyaW2qS6RYwcODA2267TVXVmpqaAQMGvPjii3vttRe/5TjO+++//9hjj3388cfZbJYbHzP3zj333D333JOdol62KsM0Tc+6llKynekZmSNHjnzvvffGjx8/e/bsE0888dFHHx00aFAkEmGp9WMylqgoGZ2IOEeH2eg4Dj9hqvM24XCYP8KN8L7PBv4x2DYSFntHFEA01SJsElUX+btXFpacZrsKh8M8ICUUClEhp4m2QyGpkIWxa0pTGg8hHFQMG1KB6mLyu5AQo0YNlT84Grk5cOpJNpuVUpaUlESjUceRmqIUfQW7iYECrywHrouAhtVrlt1+x82//NWaeLneu+fAyW+mBu57G1BSOEAJAYX52DqE5PuPG+ZPnDjxlFNOWb169fTp0x977LFFixatWrWK7+A99tjj7LPPPuecc/r168d+Hb6ypmk6jhONRlmOsXPVc7rwoA6mViaTMU2zQ4cOvXv3fu+9937xi1+88cYbI0eOnD59+j777OO67o+RSLTJ3RiPx6WUjuMEAgG2RVkFDQQCuVzOcZxwOOzl9LQGA/OHtfWQBe8Iu0/yL23c29MzF/PtP4u0+WLkcrnf/e53AP74xz96L7K91MrgksI0UTpf3cvHTK5D1oZUqjFBV19EVeE3/vMfSlvktFw569dff+31HXVd99tvv81kck0Gdt4+NCQZDln16SSfasOlhiSdcea9r7/eYFiUtWn9Brro3I9efJZMh3Qys7LOppwj84W/RLn8Rcnvs8XAPhsO5RGRrutDhgzh+7Jbt2633Xbb8uXLvY2L6545pMHPbdve1DxjY8zz5fArXN+4fv36k046KRaLhUKhF154gbf/wQ6bzVqGbJ8bhvF9ZZNcvEat1ghrm1fNzRe3FCdzCpCAK/KNG0hsRh2XUnJljRAim81yTGnr478/CuQFIlXIAAq9kdLZFGCWlQSjUUz9eLJhJPfcC4FtDIBsGcOGDRNC5HK5VCqlKMohhxySTCY3PrD8QwHK4qWOi2wKlglNQ1ZvqG+sdiVUDYEQbLfRNJMQUCCCIkhwCheymSRssVqkXC4XCoV0XR8xYkQymWTzbPz48bfffvvcuXPXrl17yy23VFVVcZhR13W+lNytHAXhY1kWR+15n7xA87scxE8kEmykpVKpeDyeyWSqqqpefPHF0047zTTNCRMm/OMf/0BR3vk2ge/4Zq/wt3MwU1GUmpqa2267rVu3bj169PjVr361evVqPk5uQtlK8ZJtdswokJt6Xzz3BommdG1OSNaE0uw2ZhICaGxs7Nq1ayaTYY20BXu3bAkEkAbFBjSPgQDisfKcUxvSgus3hGrr55WUhffaE4J1vJbgYX19fUVFRX19fbdu3QCYpllVVbVq1apuXbrktxAoaMgECMPKCREuKVU4u6hjx2hpqaaqEEAwiFBYN80NjfVlZR0dRZDwtH/P89XSSj0rgUSk6zq7SQDccccdxduEQiHLsrh5lOM43NWG7UC2AL3r6wkBFGwQZmZ5eXlNTU3Xrl3LysrWrl272267Mdsfe+yxnj173nbbbVdccUV9ff0111zzw3hYDD5CluSrV69+7733Xn755c8//7yxsZE3ePnll/v163fRRRcFg0FWqlsrl3Wb5CaH/jgIkZ95JJuUT6cQ59KJuFl91tNavT1Iadu2ZVm33XYbH8AJJ5zwQ8X4D0I+Ilfot2ETmSRtsi1yiEwy01l67j9035/ShkmJDLVgdxUA69at83SbDh06LFu2YnPxHluSbZHN2n1jimyX7v7rc99+a5ku1adyNtGj//569iyyJTlk2ZRwKF3YgdvUk1xSC4YoqKiHv9dklQpTNPiG9rYs9uZ7v9f7bLF2Wgxvxg4Pb6SCAswzM4ho4sSJTONLLrnkBxx/8ZFIKXO5XGNj49/+9rexY8d6xl4kEhk5cuRvfvObCRMm8Cu33357dXW196kf8L3/Ez+gx4zbdF2b2rTkbcVG08qQzBKlyVnnJLNkO4WNHcfheUMPPPDAbrvtxin2AILB4AknnNDY2NgsDpPNZvkV73q3DCTZlpGPD7pEkqQkx6XFC+ninz60eLFr22QaNPNL+uPvP7Utktt+D3PNDhUGpFHBltA0bf/9999777379et3wAEHAPjuu8VN9tvGJJTkeufWkeS45DjMOnKIHIsckxxJkmxJSUlpSXbzaRx567d9t4fhM5nL5Zg///73v9mfN2bMGG+OFYP75Wz2bmHyeH+XLFly3333HXzwwSx+eXjWMccc89///jeXyyUSCd7y8ccfZzE+YcIEKuSd8zJRPAaPx+b9GPyAjBk3H/AuSD9mYKNucTvoDJlpN2OSYVIuJ9OJVCMbvq7rLlu2bPDgwfzLhw4d+pvf/IZ7ePKs5qeeeooDwbW1tcVjj6iFR3a5RLbrZh2Ztt2EpJxFRkOCFn5NnUqvPO3EBw2dcjl68olFV13xdrKe5DYOaOBDLcTi8+ALBmD58uW2bafT6cbGxlgstmLFqk0yDzjzoYmEkkhKciRJN886h0jaJG2SkhOAMpLSkizptd92PTHY7klIRUk8fHt8+eWXVVVViqKMHz9+yZIlRJTNZnn+h0czdrFSYUHk50uWLLn33ntHjBjhBSdjsdhxxx33yCOP8FCqhoaGYgeSbdtTpkzhHlmjRo0yTZP9qN423tARPrAfjB+QMeOS20RCL5VMJ0oZRs7Iuo5OlCOZJreR9HqSNhEtX778rLPOYl1ijz32eO6551577bUDDjhA0zTPwOjfv//JJ59cvJJJKVOpVMsOzUulMo5rENVLWudQrU2NJhmmQx+9TYcMfuOkcW+98F8ys/T6K7lTjn3SyW4zCVlxsm170wUSwKJFi6igkvXu3XvRoiWbkrApjaaopz3ntUkiYrI5xZpmjiid74cvi0lYmJjTzuHd6x4bZ86cyWOw+vfvv2zZMm9LHtjKzz2qfPfddw899NDee+/t3WmVlZVHH330k08+yRN4vBvMc7reeeedxx9/PBHV19fPmjVrn332AbDvvvtyrk8qleKLy7YV/ehudNtOQp6T4BIRG1H5h0NkWwY5FtkZSqynDaspU0u5+lzd+htvvLG0tJTV7ptuuolP080339y7d29WRzt06MDiUVXVHj16vP7663wGWzpRM/8TJJGkZNpeo1PCJMpJSmZo0qt0yrj5X3xMg/e+r2YVvf0KnXbci0Zim0lYrH8SUTqdzuVyHIaOxWLencGhwoULv9skAc8tpNJtpPYXbWNsFFnJky2TTxP1Ikb517c5d3RHA59J0zSZAK7rspGybNmyYcOGhUKhDh06TJ48mYooZNv2hg0b5s2bd++99w4ZMoRvrXg8XlJScsQRRzz11FPNBiFbllW89H/33Xech3DcccexiJs1axa/0q9fv2+++Yblqpev9+MTXH9o7ujGYtDht2yL9Bylk9SwgWrX0Yoltc9PHNFnj3A4LIQ45ZRT+DxmMpm5c+cefvjhZWVlnrc6EonE4/FoNMpa+DnnnMPnuvhvC0BSNtvkQDIkZU3KGJTN0ozPadSIt2vW0A3XfHfN5StffZbOP/29XHKbSUgFo5+KlthUKtXY2PjTn/501apV3iDeiy66qLq6epMMWI+EBSpuJCrdPAklNfEw39E40/R6/gIZMp8S347hafWeZsHaJhGl0+mjjz4aQJcuXd555x1+d8aMGbfffvvQoUO9mH6PHj1OPfXU999/f/369UTkum4ikfCmIxdPOPeo/tlnn/Xs2RPAoEGD5s+fT0TJZHL8+PEA+vTp89577/FHPMn8I3n4g0goiQpi0MgP6iRyXEqlKZmmunpatZbemrTs8v+7a78DLhw9euTIkW+//TbfkZlM5sYbbwTAfdfvv/9+InrqqaeGDBkSDAaj0WggEOjfv7+iKP369Xvrrbd+zG/b7OE7RLakZIYMk/QcfbuA7rlbv+yyxR++S8cdM2ntOsrm6IABT//myoYzTnzLzm0zCTnsy895kP2sWbOOO+64efPm8aXyVJd8JjensxMVpcZvTELvkTfzDCKjiYQOf7BAwiIJKSm3E5BQSlnsIMjlch4tOefxggsuAFBSUnLsscf26tULhWheeXn52WefPXXqVHalbNZ9kslkWNIahlFsw9u2vWrVqr333pudF99++y2bRWPGjAHQs2fPBx98sAV/47aTsMga9AZzkSQybUrnaEMjfTW77je3Pddn4LMV3d8+Yvy8l141DINPxM0338zZ8UKIM844gwqKO9cWTJ06dejQobwCBYPBioqKDh06XHPNNatXr26pXyuJMoZpO2Smadp79Osr3O4dngfu6tfn+YnP0BFHPZFxqCFD/7rP3Wf3RyYc/7q17TYhw7KsbDbr2esffPBBaWnpaaedtnTpUip0m897EciVebLZ/+MhXZLeWXebSJhPlElvjoTp9k5ChmmadXV13vrFUS4qKKu33norK1OxWKyqqurUU0995ZVXPNZxxjxtnPiSSqWKPav83NNcdF1nPXPEiBEAunbtOn36dHa2/fKXv1QUpaSk5N///ncqldJ1/cdbTJB5dxwRNS8Qkhs/il+1vWsrXXIs0nPUkKbFK82/PzZpzPH/3n2vF/c9wLj61/TV11TXQFnjq9fePGjPPaOAAI45ZtyceXMlUX4wraSamhoiyuSykmjSpEnHH398WVlZOBzmgOzgwYOnTp36vb+g+fExXCp2MLokHZI2ORaZFk39iM6fsKhn2avl2tNVJU//ZPyXz/6XPv+CDhx5bYZIl2Rk6ZTj3jjtxOftDNkGObZXk5V3kGzsRPH4Q1SkojD4Cum6LqX87W9/e/XVV/PNwe44KeXGJNyav1be5ymLSWjlZ2w0V0fbvU1IRRop+9iJyDAM5hVXOdXV1TFVXnnlFW9jVi+LjfBmT3iHnnJL3g1Z2MYwDMuyxo4dy3J14sSJRJTL5bwUhb/85S/M3h+rjppkm140b2OTzyHKumQS5RzH8ZxzLum6aZKb0RNk5iiXpLo1VLeOnn5l3iHHT9lt4Ad9B3922qn03qtUt4Sqv6Np02df9Zsz45V9gVMOHPra808n0w1N9bhF1k5+vIR0pZSffvrpGWecUVpayiKxpKTk5z//OTv3vdxCx3EKDCNySNpELtm2m8tlJBmm25jU622iVJZMmzIpyiXpvTdo2MBpvao+DuPpTvH//vzCpV9/RYZBpkONGZr77TKTXJsom6GVS2jlYnr+KRpzyAezZ5FOlJY5k8hxyGq6sY0CKzJEOW8p8KIUlmVNmjTppZde8k538apZ9Nzdlr+bOGzyrxe8pZt9cWeEd+s/++yzqqoee+yxxe+yH+HHiCnvZvv1r38NIBqN/utf/yKiRCLxxBNPANA07dxzz6VC2aE3zGNbU0xhkFUgoduUiu2S7ZBNlJP5Sm+Hf7Pt2okcuZQjw6UsJWpoxSKa/dWKG37z4aDhH/bYe+peB9ADD9LSRbR2Ca1dvOKOW/7Vu/9/Bg1/7ienTLnzjrpZ00nmbLJT0jI9c8b1SGjbZEtqysb49NNPjz/++Hg8zs7loUOHLly4kM9v/ne60splyXI21s3sdK7OobRDmYxlNKSpdgP94/6Vgwc8ENfu6lT65n57z73tJlqxhPQsNSSovpEcoqxRLykjyarbkHBtcmxavZzGH/Vv4K6zJqxevJKSJhlEukmpZJ7wBZWc7TGDb37DsBzH4fuDezoMHz586NCh06ZN80b5tnD6wa4KLxecRdPVV18tpVy5cuU333zTzPz+AVQsnrvc0NBwzz338ECrG2+8kYgymczEiRMjkUgoFBoxYgR/xBuhw8oOewS25rtgFm79JhK6RJIsSTZRznHyIsuxrVSCLJtyDpm2K3M6NRLV0+KZ/znw0Meqej/Zd6/MPX+mhiVU+x0tW0KPTPx0twM+6DL4P/33//a3t9GChZRuJDsjyciQlSDbKCahS5SfaG3bbn4Vqa2t5SczZsw477zzKisruR70ggsu8JKb8pLQdcklKyNdK89nSUZjrtqhzPzFC/90zyNddju6c9VZe/S4acTwh+65v+6rOZQyKWuRbpHpkk3UmM5JItPUqRAcz2TJMGhdDY066LV46F+jR03WM2RIqk8nHVZK855JrmT3Ih9EGxcNsC904sSJb7zxBpuILM/5XX/k2I8E8/D4448H8MILL7iue9VVV1VVVd1yyy185rly/wfs2fsU32xSygceeIBzR1n6EdG0adO6d+8O4PDDD2fxQIXAPfPQ02+3DNhkO0zCojivLOTBZAydyCVpk5Ej06KsQdWNtHZDcu5sSlaTvYFWL/z8vJ8uOf9imj+Pli6gJd/QJ+8vv+gXz5bu8Xm34cuOPIs++JyWLaNUIxkpx0xlyUgRpYiaSJh3JNiSbIds3cwVCwpd11no1dTUXHfddRUVFfF4fMCAAe+//z4RbahbT9LONjZaWbNYU7Ol/uWsKRf/4nwRFkAM6Hn+Bf9863VaX9uU1NpgUF3K0e2C+JRk6I5t5dW5dMZwXLIdWryEunZ8oHPshV9cuG5DXT5xzPaKtqiRaAMRkZufE+g4eXMikUhMmzbNNM10Oq3renV1NZuL/ryxFgGfRsdxcrlcjx49AKxcuZKIfvaznwF45JFHeDN2e/4w1YMVWsMwPAfb66+/Hg6Hw+Hw6NGjmWCzZ8/mcPe+++5bW1vrKaK2bXtdPP4n8o4Zoo08n4XuR65uZogssg3KZSibo0Urvrvl3v8efvJHl1375AkTnvvJKTR3HtUspXXLaOVy+mwOnX/jFx2HTCzt//qwo/RHnqK6DZRopFyS9KSZa8ySniQ3USBhPu61MQn5YPImHxEVxUNN01y0aNE555wDoKqq6vTTTydyHTNDrsH0SyfsbMqe/OHU4084Tmj5ntbHnnjq5CnzDYtMgwyH0pRa5y5I02qT6m3KpI1kztBJkmXmOWwZrGtaupGoT+gpnebOod0r3+ikvfjbq2tyCXIcSqWNwtHXE9USpclz/7j5a89RrAEDBnz88cfe6WYPDT/fLsWTOy2822PZsmVCiM6dOxORlJLDg1zZaFmWl8C0rfv3lkgmsLeHr7/+mpNXf/KTn8ydO5fDJAcddBDnosyYMaN4J16uz5aBphhUQZ0qROFti0wii1yDzBzlMpRKz/3nw6+ccSHN/JaqN9CKdeZNf/7oxNMps5rqF6fvve+dXkMXVB3ybc/RK8+9ltZuoEyjtW4ZperIyREZJtmNZFWTXktugigfI2sSKU0kZAZyYn7x6fPu2oaGhiuvvLK8vLxjx8rq1UuknTGzudq1G9587YPBg0YAgWg0Go5p/3fVz79dusCQjk1ku2TblNIpTesMWmrS6qSzLGmuYf9hJpPLL0D5VlMWsS+GbIMolaGp71DnwLPdQk/+9ZZsYp2X1W0QZYjVcsp5JGzyfEr54osvcrRzU/vE10V/DLzT+OKLLwIYO3YsES1dulRVVR5szmDNv5nLeivRrOMTe1xs216wYAEn0Oy3334cc1q6dOmQIUM6duxYVlb24YcfNssc/p9AcUJ2sRi0yTVcncggJ0e5JGWS1FB/33ln1388ifR1ZKyhNd/R1G/ePXQcLf6K1i/874GHv7ffmC+OOZemz6fGJK1fQ3aGZI6k5bhGysg0uEaSiMVgyvWSbJq8KeyYyeTSmx6lrut8HrPZLJ+aXC6XTqevv/7XQRWXXnzeOWedXVZSKRBRERu834H33vN3Se76DWslGQ7ZOcuua9AdNz9BWpe5tJE0nWwh1GI7tu4YWZK2tHRyLcfQSbpkW+vX19jkmpLWV9Nbz1Kfknf6lLz8nwey2cZCdC7Po0bPMmR1dO3atd4qmM1mi1Uay7J8RfTHg8+h4zhXXHEFgDvvvJOInnnmGU3TDj/8cO5MQQWj8Yetdx51vboK78V169bttddewWCwW7duM2fO5LfGjRunqmowGHz66aeJqLGxcSvJ/30kdE1yTakTGWSnqX49pRupsfGG0YfRstlkrTZpDdnVNH/1U/2GUM0CSi3f8I+H6flJtK6R0knKNUjKOWQ5ZFtke0WGSaIUke7F94vaYUhyOVgiyeWaET6+4hZ0Xiqpp21ns+lcruHYcUcIIBKKDzvg0Mcefsa2yDRkIpGQZEsyEulaWTDidIsss6A0uuQ6fC2tgpMzJ+0cSTuXSudDD5JMqZtEtkO5Bnr8bqrEP3avvOnd1zbkPf95MW4RJYnSXq7mK6+80rVr12effXbTM16sZm/DHeFjc9B1fdSoUaqqvvLKK67r3nTTTYqi3HDDDfwu3y0/TO1nz4oXmSSiuro6fsLtAlKp1LHHHgsgHA6/++67fFmvvPJKDiFefvnlW59ruSUSWpycYSYpm6R0I1VX/37cWJoxnTLVDlWTW03zV/xj933JqW00V1CunhKNlEuTlSNpOGQlyU0WMku97r12sSnYJAbJJtcg2yiqP9w6uKaRPv+8MzVV7NlvL3LJNpoF0y1JRuFh5cPaRr6mt/BVHOhLc6SBZCEZxSKyKZuzmL22TU6W7rlzaf/uvxqx/7Wff7qa+3om66ng0K0mWmk5jfyPb775Zvbs2VvppPbxAyCl5E7egUCA8z0OO+wwAB999JGXJdMiCdbNvpQKGTa1tbXsB9I07amnnuINxo0bxz2jqGjB3TK+r1xfESCFGyWoAagKhIJIeMi++9vzl2NNUnUVWBpmfL1bn37Z6tpwsAzhIGIBBFVoGoTqQiVu/wWoBJWgFR7C9Xo4eM0RvVYo29wsLBgKjxx5aCwW41iipkG6XmuVfEc4HoUoYArIjbo25p/Iwj+UTQ8gGgoIQijgCFVKDedessf5Pxs3/evJxx5z4vvvfQOB0lIoACRcSIACaqChocEwjP3222/fffflsWrb9It8bA34Fl+1apUQomfPnh07dnQchwdmdO3a1WvU36zPYkuBVdxOnTrdc889119/veM4TzzxBDekOeussxRFKS8vr6+v38qeNEqzVqKicA+SNy5IKBAqJEENHDlqzON/fgAzlmO1nXnrsynPv3bC2efHyruFoUGoUDWQBhIWFBtKCIgAQRTNOZOFuWgbDxgsUFAR29yvTwGUAw4Yms3olmXxb1GUotlPBVKJ/Nfr0CQ0QAM0CWEDJkESFMq/WjhrojCaBsikcgKKIkxXXd+hk3nuRaNOmzC6IVVz+f/9/Luly5I5PZ0BCCo6Ax0tW5xzzjnPPfecN3d6o25OPloIQgjTNL/44gtFUbgwddmyZQ0NDT169OD0Y298naqqXhPRFvlebnwqhOBZwjfccMPDDz98zz339OjRgyMTpmmOHTt268cMa4XOvF4n33zLUAUaIB1pa0qhtayqBg4YfMkjD8967oXFb77SqWuXYaediPGjQTZkoHDP8pAhqMV3tCjiIYpk4Mb8/2GdzVwbPbrv7kpas2YNACmhFK8+pGy8UxdIFWbU8ywjASgSmgJB0ODNRyrq71QSj4IghAypBGS6de/w8GN/Wbpi5syvpp162vg538yBhOtAkZpQNVPX//3vfxc3+eWcdR8tDkVRJk+ebFnWwQcf7Lru9OnTNU3be++9OVpARChMpKGNm6z9SCSTycrKSm7RDaC8vPyiiy7yCmI/+ugjAIceemgwGPTm4WwZmgtZWPTzc8IE96AFCIrlQAuqUAUCAQgVHeKoCB8w6OoDnCAUBTE4qhAIKrYUUPMKrECQgELLQwEoQgooEBKyMPdSFP7m++c39fDeVqia0qlTx1i0pL6h3rFdKWVQDVimGwwVJmTmecjNt03ABGRhidAAVUIjqLIggxVRxEPA0vVgJAQgm7Fi8TICJMxYXJ388asjRgybv/C7fQ/o883M+TldLQnFQSiJRzbU29xSjftJc/UNT7330YIIhULsmRw+fLiqqp9++imAAw88EADP5QbgOA4Kze1bBETkXUr+CrY8OSZZVVU1Z86cQCDA5Rfc4vF/7lORnm4opCepRGHhIKE4UKRQEQwBLgKqEQ6Z8QjiAcTU1XZuWTaRtlyhBlmzJRWOAhIA24EAQdqAKySEhCqh8AMQ0hONAhBUaJO4rWsWAUD33XoAWL++RlV5QRJNUhfc0lMDqUAACOV74CNICEgECSqgFKvMBAASQkI4wXAIjgvHjcXK+IMKpG5lYpHwp9OmRiNYv75u7NjDS8oCUPHeu3Mee/SZ3XffXQjBDEyn09Fo1GdgayCdTq9atSoQCHDh3zfffOM4zsEHH8zvcooZD+huwS/l7oxct81JwrlcTtO0aDRaVVVVW1u7atWqYDDIHTG2so+uQiDZrEdsfmgmJEHRAi6QNS1XUWUgBGgBUyrQliFXpypV4bL+0Y7laojnbVIAGSANpAFH8Ow9HskpbUgL5EKSIBKSIF1IF4XTw7e/u+29agk8s5nHOy9a/K0aUIgcVStM//R2zu1GZQSyHLISVA6KAxEe31c8whQACr3oWWt1bBdC8CamZSoIRIKlukWaUrZsSa2eUSd/+M15550JTR5yeN/Tz/hJIpFAYeRtSUkJl65t4w/z8T9ARHPmzEmn0/vtt19FRUVjY+PixYtDodCgQYNQuPtd121BGeiBB0VFIhFN03iCIhHxEI65c+cqirL33nsTkSeN/ycU0aQGFswnz1QjqAIC4HtIKAoAVQ0qQESL17tZDXASRl58KLA3dsF4ZEZ+ZyztRJHA+9GtVAW0ACBQ1blTKBhi91Qmk9noV2w6xMaTd0VUK/zdmIykWLqphcNQFcc0ASUcjLiSHFdGgsFYNNSpY6c3XpvUo0fnZ5555YILz4iVKLGSaHl5OXcW5zW4pKRkezQ13vXwzTffANhvv/0ALFy4MJFI9OvXr7Kykge5Asjlcrwl9wVvEXC/4MrKSt6/lJInxvCQ06+++spxnFGjRmmaxi2tt2afWqD4DkTTjSuAQOG1ypISeB4LFQpQAVSoMQUQZWEg71QJNE1HQwD57t4qlFBhr5twTmnaLX7g1GBXSk1Tdu/T23atRYuXAkpJaXneIPb8Kxs7Y5ueiqZDKnhzNrZOBYJRHgCkaOEIv6spedeP40hVU0aNGvn4Y0+PHnPUp9O+VNXI3nvvM2DAgFGjRg0fPnz33Xfnksgt/wTHcRRF4fvm+2wYrgov7iG/S4E2HuTC4bVPP/1UUZQhQ4YAmDNnjqqqgwcPRlGzevZPtuwK6Ak3IYTXxkZRFNd1I5HIV199BeCwww7L5XJbP7hGE8XU2Pj6bv5qCwigKfKy8ac3uncU78WtkHg/9NbSNAVAZWW5oigcDNhICRFFf3/Y1xaNTGr2Wi6bLisrsywrEomVxEuWLlkZj8fnz58/f/78F154QQhRWVk5aNCgQw89dN999z3ggAO6du3KEzhM0wwGg0IIy7LC4TAfLWfMetPC+CryWi6EiEQirdWDfceGJ0yKVx82zL7++msp5dChQwF8+eWXruuOHDmybY4SUFU1l8vNmDFDCMHxYRQNYNwyWndm/XZDr169iGjt2rWu69q2vX0GnZeWlrquGw6HTznllHQ6/eyzzx588ME1NTXz5s376KOPpk+fvnz58ilTpkyZMgWAoihVVVX9+/c/8MADjzzyyAMPPLCioiIcDtfV1ZWWlvI0Em/N1nWd11H+y2otGwW7mma76UhQpmUikViyZElZWRn3MmfX6KhRo9rqOAE0NDSsWrWqW7duvXv3Zo1ma0MjLZDJswPgiy++ALD//vt7/VhbG15+9qOPPlpWVta9e3fvLW8aXDabnTFjxt/+9rcLL7ywQ4cOzZaG7t27jx8//q677po8eTIXp+m6nslkvO4pmUzGS1ws7jK2y4J1cj4n77//PoBRo0YR0Zo1a0KhEPvA2urYcrnce++9B2DMmDFUyG7bylux3UtC13VVVd1tt90ArF27lqdSUusPG+WisuXLl3Pvpr///e/eEFnWG1kVGTBgwMCBAxVFeeSRR5YvX75o0aKFCxdOmzbtk08+WbNmzbp169555x0AoVCob9++gwcPPvDAAw888MD+/fuXl5fbtq0oSjqdLikp4fFdrfqL2gU8nZz1i+HDhwNYtGiRbdsDBgxovYnW/xPhcHjSpEmaph1yyCE8SQpbP0qtVZeH7QBebHK5XCQSCQQCXrOd1v5ezpG/4YYbwuHwwQcf7L3+fSOHGN5EEcMwvvrqq8cee+zqq6/2piOEw2HPlRoOh08//XQuTSSiNWvW0K5aB8zWcrOikzFjxgghJk6caJrmPffcgx86qqkFsc8++6iq+sEHHxQneW8N2j0JvWvDGYM87GE7QEq5aNEiXnrnzJnT7JC8rhwMx3G8diPefJJimKb53XffPf7442eddVbfvn3D4XA0Go1EItdee+2GDRu8NcXr3r1Lgcu7i9uC6Lreo0cPIcTKlSstyzrxxBMBPPPMM214kNlsNhaLRaNRb47atpQy7Sxg9zS3ddk+33jSSScB+OUvf0mFZY87VXobFE+BboZNx/QVl97X1dX17dsXwJlnnkmFCUG7clVU8W/PZDLr1q0LhUJcLmRZFq+/CxYsaMMSzdmzZ5eUlPBUUyrUHG7lZ9u91zubzQKwbXvPPfcEsHTp0ha3nbjLMoqcXZZlffjhh2+//XY8Hr/22mullBw+EkIUJ0mwgbpZw4BDEcWGq2ftaJrWsWPHq6++OhqN8gatOyZ2hwcRqarqzdaOxWJ/+tOfTNPcd999AaiqOmnSpLfffrtPnz6KojRLTuKeFC1+SOz8RMFxDWD69OmmaY4cOZKXhmYe3S2j3TtmOJOdW/0oisJGVAt6ZUzTjEQimUwmEAhks1kO6wUCgVtvvdU0zfvvv7979+6WZTH9tjJNaWvQvXt327Zra2v5n80Yu+uAY6ooODm4kJdfmTlzJgAhxN57792zZ08mBm/GukM0GmUvXcveEtygRCmAs7fnzZtn2/Z+++2nKArPCd/6b2z3i6umaXxGdt99dyJatWpVyybsshSKx+NSyng8zlf6gQcemDZt2sCBAy+88EIAqqoy/Vrwq/v162fb9ooVK3i3fEW9BXjXgZckxOdWCFFSUjJ27FhVVSsqKvr06cPnhO0xb/xzIBAoVhxaXBgW506oqhqJRD7//HMqlPZ7h7qVe2v3JATArvyePXsyCVs2Uq+qKidkG4YBIBwOV1dX8wSSv/3tb2z18TdSixatcdClpqYGLcrtdgdPspmmads239lHHHHEc88917Fjx9ra2t69e/NS1dDQAMA0Tf4gBwmIyHEcVpdaFp56DEDX9W+//VbTtIEDB6KoxGkrb4mdgYR8Ybp06QKgurq6xfdfXl7uum40GmU2/uMf/2hsbBwzZszo0aO9THmOPbQg/6PRaDQazWazmUzGW1O3TybQDgUWYoFAgKsW+L4XQhx33HHTpk3r0aNHdXX1kUceOXv2bE6qVlXVtm3DMHhLjyctC5766l2OGTNmZDIZThVmg5Bf30phuPOQsHPnziiIjpYVSiiIwfLy8qlTp959993l5eUsDEtLS1FY89gib6lvVBSFK4PXrFmzrRd1Z0LxT+YUNu4bEgqFotHolClTxowZU1dXd9BBB82aNQsAW+wsAAFwnVELHg/bqDyRAQXBy/UcXOBPm0t23TJ2BhLyz+7SpUs0Gq2trWXXcAvun/s6Mw/vvfdey7JOP/30kSNH8mXm3nis/LSg3qgoSq9evTRNW7p0KV/OFl9Z2gWYUSzQDMPgzCGvYLeqquq111478sgjdV0fN27c448/7hVzev5qVVVb0JbmXem6nk6nUSiSYhfR6NGjeZlAoYpgF1JH+daPxWIlJSWcftmCO2fPpxAiHA4///zzr7/+es+ePW+++Waup2b68XnPZrMtqy526tRJVVWW7QA4qNiC+28vcF232TLEIdZQKGTbdjAYfOGFF6666qq6urpLLrnkvffe43GFiqKwmFJVtQVLe6PRqG3bH3zwAVctsTzkHLpBgwbxcXK3UuxSCdyJRIKILMsaPHhwIBD47LPPNruZl/tLm+S1FU+W9N7ymplzea6Usl+/fgD+8Y9/tNIPaYbrr79e07Sbb77ZbxO8WRSnR+u6fv/99wMIhUJXX331Zs8YDwihosGGHGxolhPHE85YwXEL4NDIpEmTLrzwwh49emiaNmTIEL5VdF3n7y3ej2maW5+21u7jhIZhxGIxy7KCwWA4HHYcZ+nSpUOHDiUijiblcjmvHo/DR6FQiEWWZ10Eg0EveUUIwX9Z8+FwE4Df//73q1ev7tOnzwUXXMBf19o/rUuXLq7rJhIJDkbtgl6ZLYPlG3OJU207dOhwwQUX3H///UuXLn3ttdcAcIA3GAzquh4IBFhw8QRox3G8uG4xA3nPkUjENM1QKNTY2Dh58uRXXnll6tSp1dXVfC323HPPc845h6/IW2+9parqwIEDVVXlVTscDvPtsbVXbSvJuoOD8/T22GMPRVE4kv7OO+/wrCwiklI2yyFqlmPdbCFsliNmGEZjYyM3a3r//fe9YeitCinlG2+8AeCEE06gbZk4uevAu6bFF/e1114LhUKVlZWHH374unXraJO5LjU1NUwVzuYtTs0tFq2u6z7//POXX345z11TVVVRlM6dO996661LlizJZDI8i6GhoeHoo48WQhx11FHNDq94stiW0e5J6BHGdd2XXnqJK4xQSPKqqKg49thjf//737/66quLFy/mj3CKQ7MTlEqliueW8Z5zuRzT++KLLwZw/PHH03YsZZg3bx6AQYMG0ca6tA+GNx2IiqbMu6771Vdfsat82LBhjY2NrHAWDzVhFN8AXoK467ovv/zyWWedxX26GL17977tttvmzZvHG7M2++WXX1577bWctqqq6u9+97vinfNSvpU/pN2TkIi8ep9kMjl79uyrrrrqD3/4w5FHHsmRQ9YuQqFQhw4d+vfvf9lll/3zn/+cM2eOx6VmWdQ8/sp7xbbtmTNndurUqaKiwps0uH2EIeeslZeX+0PUthJshmUymUWLFvXv319RlL322osLa/hys8y0bdu7Z3j8YDKZfO21104++WTmXjQaVVV1yJAhv/vd73j4GSObzb799ttXXXUVj0ZjbbaiouLUU0/lcTHpdNq7r7Z+0dwZSEhE2WyWy3z4FHgFCrW1ta+//vr//d//DRkyhC0BDzzI7uyzz37kkUe++OILLoAoPnGeOsG5SL/61a+ooLFsH6GUyWTKysqEEN4UKl8YevAWJi6333SD5cuXDxo0KBgMlpWVedPLmk3tbGhouP/++08++eTOnTuzYzMajY4ZM4btf57yS0SJROKll1665ppr+vTp49l4AwYMOPfcc7/66isqGthkGAYf2NbrorQTkNDzYlGBgQ0NDaZpplIppqK3Mum6vnz58okTJ950002HHnqop7gyysvLhw8fftVVV02cOPGbb76pq6vjk/jSSy/FYrFQKLR+/XoqSN0fNnTyB/y0AQMGAPDmofsk9NBsArbjOEwAwzA8L6VhGNwJu2PHju+9957H21wuV11dffDBB4dCIe82OPjggx988EHOPfaU288+++zaa6/t16+fly8xYMCAq6666tNPP+Vdee4Gjo3xi2wi7XKSkEMLUkoOVzRDs7o+zjmqqamZNm3aX//615/85Cd9+/ZVFEXTND7XiqL07t37pJNOuv7661np58FXWz+FvEWQy+VYCE+fPp0VLZ+ExXBdt9gs9EICXn8X7pDtTS+bOHEiFY0c5K4/gwcP/uc//8nj5vmD9fX1HIro3r27J/eGDBly/fXX84Vg/nO3XyLy+OYN1vbYuNVDQn0QEVE6nf7www9///vfjx49unfv3nzqg8Fghw4dYrEYn1bvMhcXelNhMnaLH5JlWWeffbamaQ899BD9oMHruyZY95FS8lVLJpO33347G3u33347hwqJ6MMPP6ytrfUcNrlc7q233uI4B1/9cDi833773XjjjZ4220oOap+ETWCFk4h0XV+zZs0bb7xx6aWXlpeXx2KxX/3qV545sdmhk7KAlj2kK6+8UtO0P/3pT+STcKvByRVU1GCitrb2rrvuUhSlpKSEbXvvLdu2X3311VNOOaWqqoq516FDh3322efuu+/+8MMPPQ8cz5xopQP2SdgET7HhCBL7aT777DO+Nrfddpu3JTcmbEa5bbLF/yd4V3/5y19UVb3iiivI10W3Gp65yGku3vO3336ba5qGDx++YsWKV1999ayzzurUqZPXuGC//fa77rrrpk2btp3XO5+EGyGZTHqC7s0332Tv9rvvvgugsrLyscce89r4UCF210rxA74PJk6cKITgeD1tkmPgY1NsulSZpsnx3vr6+tmzZ/NE52Aw6PVHHDly5MMPP7x8+fJmvnGO9VmWxTlojNY4Zp+EeXimAiOXy02bNo2HzhHRf/7zHwBCiHfffbdZy7NWIgZLwqlTp7JXgF/0heFWwrKsxsZG79J4Gko2m33kkUd69eoFIBaL3XvvvQ0NDR612L1n27au682UT/bttZKE9EnYBO9ieJFcRiaTcRznN7/5jaIopaWl06ZNa9bpedPWaT8ezLelS5dya2O+jXxJuJXwnOFeFJGvKV9i27Y3XUmLTQnPv9rQ0JBIJFp77RO0S1bHbAomUigUqqure/bZZ4nosssuAxAMBnk2i2VZv/3tb++6667y8vIpU6bsueeeXmEbEXG5TQvmWHNlWi6X69Spk5Syrq6Ok499bBnMOi8z28uo5n96GdXc1zyTyXARsHfhuJCfG9t4VbksBgFwZnKLH7NPws1g0aJFCxYs4JayKMw9525Lxx133NSpU6PR6Jw5c+LxuJeF0+JVDl55aEVFRSKRqK2trays9Asptgbc+Ivn6Ra3e8pkMryQcZv64nd5HhYvphwuZhmF7dJpcmco6t1WFNdEc0GwVxHP5fP9+/cfO3as96KmaaZp8nW9//77TzrppNra2jFjxnA/G97M6wf1ffCanbDI5edsY6DQoo/f5XFo3iSmTp06KYrywQcfcO/Nlj0VOyW89pDN+OOpEiwYi99l4qmq6mk3QghvaGRrY1ckIfcLYr55KTIA0un09ddff/HFFy9btiwSiRT3CAmFQqZpZrPZPn363HjjjePHj583b96vfvWrZcuWeapEeXn5For6uTkKC0w+AK5nY7J5PUtVVY1Go42Njdyw6KGHHqqtrSWiRYsWoUUnzvrYgdCqFucOiGaZRNls1rKsRCLBxoPruldcccWSJUuIiL1kXtCJy2SoMIWCB8Qedthh/Ba7aramyskwjFwu5yVJEVEqlfKSNrxZIn/+859HjBjBbvRYLOa6bnF0xMfOhF2OhM0cjB5tGhsbvVKMdDrtcY/TmjzHaSqV4lD+ggULqqqqQqHQRRddxO7srRmOtwX3Js85WbNmze23386V3QBKS0vvvPPORCLBQeddcyrTTo9djoSMXC7niUQOxV522WXHH388F/6yqWZZFm+TTqdZUnlx/Pr6einld999xxkYt9xyizehbQtfahhGcTF4Mpm0LMuj7ueff/6LX/yCm2d26NBhyJAh3MwmmUx6E0L94vqdErscCTflCdOgurr6rrvuOvXUUz1WeE+8qFFxJiH/nTp1Knss77rrrq08AC+z0TuYt956a9y4cSUlJWwgHHXUUZMmTeINOIWAxWAymdw+JVQ+tjN2ORJ68Eo22QIkIq5SKc6usG27ONOXisrG+J+2bXMnmFgs9swzz2w2t5vhZeSwQUhENTU1b731Vv/+/Vn6xePxK664wisdbFag3ax8zsfOhF2RhMXTfHO53Jlnnjl8+PBPP/3Uu++TySRv00zJ9ARRMSUymcwTTzzBQuz999/f8vfyHurq6v7whz/06dMHgKZpnTt3vummm9gL2iwZlV01nI6z9UMnfbQv7PwkLG4F6f3T0zD5yWOPPda3b9/HHnuMt/RYt4WEXd6PJ9+uu+46ABUVFdz1lKeX8Fv8hL/9u+++u+yyyzhOVV5evtdee73++utr164tPkLaXpX7PnYQ7LQk3LS+wTTNZj2dvv32W+6FQUTJZNIrlPa4t+WkwWKKrlu37qabbgJQWVnp1YCmUilPiZ08efKFF17Ihl9ZWdno0aO5Wr84idHrAec7YHYp7Mwk3OzrxRbdmWeeue+++z799NP8VnHX5E3nzm8Kr8yXv6umpub8888PBoNdu3ZdtmyZlyv85ZdfDh8+nP2oqqr+7Gc/mzFjxqZHy2ont0j5oT/aR7vETktCBmfTN6tASafTfKPbtj116tT9999/4MCBxaVMxcrk98Er6i3uJZVOp7krzN577z1z5syHH36YW8cC6NSp080338wBd85N88jG1W68txavxvCx42MnT+Dm3GtOz1UUpba2NpvN9uzZkyf11NfX67reu3fvOXPm8AB0ALqu8/gX7+Ob3TOXVgDIZrOcxs0paWvWrDnqqKOWLFniJYjuvffef/jDH8aOHetlBnv1FkQkpWyWls0XZpedUL8LYqe90pxmyfmfzEMeUzF69GhOttY0LZlMjhs3LpvN9u7dmyPptm1HIhFvyOsWVqhIJOJNg+JXVFW1LKt79+733ntvVVVVJBKprKx89dVX582bd+SRR0YiEW9Gl8e6ZsP3WIPlYRitdV587Hho9wNhvg/emDi+47k8LJlMduvWzTRN7jaZSqXS6bSmac36ArNvJhwOb6F4TAjBw0aYsTwiJhgMmqY5bty4xYsXr1ixYsCAAY7jJJPJiooKLp8JhUKWZSWTyUgkwjNDmG9UqEhkWvolS7sUdloS8n3sOA5PXOIyzWAw2NjYGAqFdF3nAehVVVU8egmFUk4i0jSNtVDbtr+Ph0RUUlLC4btYLBYMBi3L4n77vCvu22sYRkVFBeuuXIjEXOWd8IGxyG02IchXR3cd7LQkZL2Ob3fmWzAYNAxj8eLFgwYNsm1bVVVd18vKyrLZLOuK/MFiFXHLkhCAoiieFC0eluY95xo2th43lW9e6Vrxlzb7p4+dHjv5csvChycQ8iv777//e++9N3/+/C+++OK+++4zTTMej/vqn482xE5LQu5usGkpuuM4Xbt2ZZ9kv379ePKRDx9tiJ2WhCh0KPD+aVmWZ5hRoalEeXk59/bx4aOtsDOTEAXbjDNaVFXt3r37SSedlMlkgsEgN7A488wzeUJIWx+pj10XO21IipujsYfDC1RwIMFxHO4FlE6n4/G47wXx0bbYmSWht754NGPByH3TAAQCASEEF7m31UH68LHTSkIUWnd6qWEc9ONMNNM0g8GgH47zsSNgZyahDx/tAr4c8OGjjeGT0IePNoZPQh8+2hg+CX34aGP4JPTho43hk9CHjzaGT0IfPtoYPgl9+Ghj+CT04aON4ZPQh482hk9CHz7aGD4JffhoY/gk9OGjjeGT0IePNoZPQh8+2hg+CX34aGP4JPTho43hk9CHjzaGT0IfPtoYPgl9+Ghj+CT04aON4ZPQh482hk9CHz7aGD4JffhoY/gk9OGjjeGT0IePNoZPQh8+2hg+CX34aGP4JPTho43hk9CHjzaGT0IfPtoYPgl9+Ghj+CT04aON4ZPQh482hk9CHz7aGD4JffhoY/gk9OGjjeGT0IePNoZPQh8+2hg+CX34aGP4JPTho43hk9CHjzaGT0IfPtoYPgl9+Ghj+CT04aON4ZPQh482hk9CHz7aGD4JffhoY/gk9OGjjeGT0IePNoZPQh8+2hj/D/YVnty5UGBzAAAAAElFTkSuQmCC
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1cc(C)nc(Nc2ccccc2)n1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABLiElEQVR4nO2debxd0/n/n73PfM+dMs+REMTQqLGCL1q+auantLRKvkXV1KIqRdFBa04MX4oU1RpDtVVpUkV8xTwLkhAkZL7Dmc+e1vD5/fGcs+9JDA2S7JtrvV9X7LPvPvuuvdf6rOdZz7PW3hYAMhgM0WFHXQCD4cuOEaHBEDFGhAZDxBgRGgwRY0RoMESMEaHBEDFGhAZDxBgRGgwRY0RoMESMEaHBEDFGhAZDxBgRGgwRY0RoMESMEaHBEDFGhAZDxBgRGgwRY0RoMESMEaHBEDFGhAZDxBgRGgwRY0RoMESMEaHBEDFGhAZDxBgRGgwRY0RoMESMEaHBEDFGhAZDxBgRGgwRY0RoMESMEaHBEDFGhAZDxBgRGgwRY0RoMESMEaHBEDFGhAZDxBgRGgwRY0RoMESMEaHBEDFGhAZDxBgRGgwRY0RoMESMEaHBEDFGhAZDxBgRGgwRY0RoMESMEaHBEDFGhAZDxBgRGgwRY0RoMESMEaHBEDFGhAZDxBgRGgwRY0RoMESMEaHBEDFGhAZDxBgRGgwRY0RoMESMEaHBEDFGhAZDxBgRGgwRY0RoMESMEaHBEDHxqAtgWK9okCIiopjV0+FKIhAStU9WFOUyNGAsYV8GpDS5iqqaBIgIRCAij8glaAIR6dpO8D864hJ/KTEi7NtokCASxOoCkSZCgihBsGvysxqFZ9pDBBh3tI+zprMJIpmqbdv8nyBLENlECTJEgRFhX8aimE1NRESUsIjIIrKIJBE12jzeFSc07DBsQIwI+zSIW4gT6vKzBFl1c2f3HEMWEcWtWgQngmJ+yTFjgL6OppqJsySRS7ZLMaIYkU1ky/pBdu0f0xyiwFjCvg7bQNslcogCojglNFGcyCcislJ12ydgCyKyKG1axQbG3O4+jUVkc/xTEMWIBhIRUVBTIMWICDwatOJEVSJFlDCtYgNj/I++jSZLlEodRCnS7eQlnO4E6SyoGdRaKMcUpTRIC1q+hDS1C7JhmsQGx9zxvo0m0q2tAwgpv0IXnzvv8AP/kMtTxZWKKJFKK6JimW65aenxx17/+OOLpOhvEhUbHiPCvo0d+JpUghQlbHp/YfrpFzqaWymVSUoiHXc0uZlmynVmFr6ZbIptloRl5sxseIwI+zjJVILjo65HI0ZsOqht7IoVFIA06ZgdU6S1TQotQrZrSR0d1JMtNGwozBC8b6OJfCumNKWQoIpaKqy8lSDLIgcqZXGmgmBpbXntA2nAYNKWyRRuaIwl7ONosiRpx/eTTVRxCkImMylyKpREQiMuVEL7JFW6VC2tyBFiZrpMBBhL2LeJW2TbZNsWgUjprPRG/O/lVHXJThJZFAhqb6fXX64mU1nESFg8vc2wQflSirBnkqQgkkQ2KGY1Tp4kNgi8+ICjhRyvaLxdvMem1YZR2upNzgVIB8KLJ5pSScqtoqamAW3tQ6+fMmPzrcYVStWmbKJSXq41KuV4MmW3tFKsF5X9S8SXT4S8fkcRLHJVdyqlbEpqagrcWDplaU1KUTJBZGlQ0SIL1Kw0CVVJJ5q0ghR2KhmTUsWTPOcrhfoiPFjaImUT9SYdqmQiECQTurVfM3Xlyk6w5J33Dm0fSB6RZVHc+0oyRpdeRb+96gooClxKZaIu8peP3tNcNhw6IBmQRdSUarGJPHI8VU5moG2ybSJQLucT2RZR1S+7vm/ZsXQiRaRjsVgqFSOieCLGKTgi0lZtRawmAsn/9Mc3KBaRL1XgBgBZNg0bPkLoshdQPEV2hmIpEoKsGCUTBCCTpLRRYBR82USooVw7SfEkAUTIEvVPUHMqZoE6HdHlS4olqL1fCkREmWxqUCrRGgiqOK7r+3y7XIeXG/Ctq6fVrIbtXkQiFR+QzQykWLVQoUDKRCLd2k4Ukzyjrbk/lXJULVF7yyZLluWiLu2XlC+bCEnKgCxNNlWrJAPSlLGoiShOpFMJ2/V8sqhYEkJQpQKNLFmUTMSbm/plUlk+A7BaKs2mWkSxfit7kxRB3Z1KCrIJre1UqeY68ssCTSDHp1yAKhG19qOWZorF4k3ZeMWrRF3iLyNfOhEm0mkiLSUl0xSPE4E0UiVHF1ybKNvSmtA2tfZLxOKUSjZLnyol8j3SFCeyS6UCETVl44Gn17SERETohZHFAf1jUhBR2rYo02S3NMe8gIj8JCnbEq5bIZvKVVq68uVNN2ttSjdHXd4vI186ERJi0vfjKZ1MkQL5HlmW3dw0qDU1hJAKoD1RAJFSpEGxGGWbKGZTqeRqolQm7bgeESVTdn2FAmoLFXprgk1IAoh0XEkatcnAQw//ZlsraWp2yBHkZlqavCptviUd/e3vl8tmtkw0WGs4V30fTTLw42kisoslmUpl4gnqXEUDmilfpvbhZFGBKOO7qUycSnmyLMq2k9CUTkmbqFJ2W5paALLivD7IJoqBbE1EJIikTQmrN8Wc+SFrTolSaSpLqpRpUDMpm4KmQpL8LA0QpbgCFRxqGUzxGMXN2voNzpfPEhLBihFpUJDMxOJJyufpiksfGzvy5vN+usCrkKSsJC+VoapDP/jBTXvscY5bpVSSyo6jCU3NGbLJ94nAC9E1kbZQW5Vuk92b8hNERPlCt0WUbaaKS1dfk5sw4cb/3usvMU0xahdkOV4xkaLzz1+07bZXOg6p3jSe/fLwaS1G61qdSCmr1SqtHpMIgkAIwdtKqfVWwnVPIhEnApEdT9hE1NZCXqXZLfd/6MH5Tz5Ctk7YFFPkpjMUs9u1ak4mSRM1NzWDhG1B6zCUzx4o6p6o1fs6Nd2/vU1TQDY1NZMQwqk2vz8/e8t1BCKfrKa0RTYFbjIVH+S5fcQddRyHiKSURMTtlttn2J7DZhwEQTRFXJ1PazSWZWmtXde1bTubzWqtAQgh+BqSyWQikSAiKWUstvG4MBaRpUBxojjB1kQAAWkBa6ft973myldWLiFNaZDO5UnrJqCJM4CaiEhRmAkENcZmrFqOPtbbdKh0YFuKLKk12ZS10b7tVnvccP3M996lNA3ylCCLUun+nR1OLEbx3lX2z0MQBE1NTZ2dnUII13Wz2azrutw+WZBEVKnUgsC9xHj8B0to2zYA27aJqFgs8kfLsvgjdy22bYd9TK9HkyWIFCG2+gNwVSJVnnx+y+PPfXDbjQSKC7Lb2gmUIZ0B2ERwdr6h2lC/e7WOtdf5ouH1CulpUDLZHI+3fefY5lyp87qrX9Egz20ikOfqVKLV7RPpCbYQgwYNymQymUymXC5z6yWilpYWIhJCtLS0aK1zuVwm0ytmJ3xio1FKsdiamvjBlbVrSCaTRCSEaGtrs23b87xKpRJe58ZAz5zP+mPhSVvSShZ2mkjHHPT/pkz58/wFpGUGmoRIaGRCLw0k9cfOibF6Hibfy0DMsoh0EKiYTZYmz/P2OZBOO/M7d9z6l6dnU0u6xa1SMpFNp9N2/ZFrGzWNPqdSqqWlJZVKBUHAPqoQgl1Q27bb2tqiLGgDn3jPY7GYbdvsWLuuS0TxePy2227r6OggokQiwcY9nU63trb6vr+hCvzFqSUUNBGs2g/ZPuxc0aGpN1A87f/mojuVRyIgLVOkQxGCSK2WGAw90tCi9joR8jA1Fo81kaZqmaQoWhn6/kmpMZtvNvmcO50CiSq1t1GpkuvXj7yNqBo/gUwmw62xXC7HYrGTTjpp//33v/HGG8OhUzabrVarHR0dsViMlRk5nyhCDrrwv+xSv/feez/72c/Gjx9/9dVXCyGy2WyxWGR9plKpTzpPL8MmJBCmEOyaJGGLeJqUTZkB9PMLv/fQ/S/87T6KgTLZ/qDaynTU3FGgHo5ZE3zC/iixlYwRpVLJBFkEUFN7qtuhIaPpF7/6wbxXX7nxmkJLglatpHQ6HQiKb/zPlwHArXHZsmXDhw+/8847n3rqqbPOOmunnXZavnx5JpPp7u7OZrODBw8Ox1mR84mFYBvIzif/q5TabrvtCoXCOeecM3HixEcffbStrY296nDIuxEATrCDSBBViWoxTotS/QZSUdGxJ2d22fnI3099Z8liIp0iJOvf1OGk7R67B6vHs6XepkAi2DLIqCBOliaL4ilKZ2w7QbDp0CPpkGMOvm3a42+8QsVuamnuXyxR3N5YxvafiGVZixcvPvnkk7feeusVK1bE43GtdUtLy9y5c0eMGHH++ecPGDCAiEqlkmVZ6XQ66vISfYoIWV3cVQghlFJbbLHFI488MmvWrD333PPll1/eb7/9Dj/88KeeeoqIstnsBivxR9C1JQy64WnTDL/xq+e9Xz7Ih03KIkmWQkKpLBRpTaRTlUpFampto+Y2+unkPRe+9+Ydt1Ou29KUUCAlSVFG0nBFA5RVzxHaRJzc7nnOPEtaNvzoxsKsC69V1y55tT0StZ/6X0Dt32SMvCopZWtFtqRyPp+MERHFiCZP/ka5mp8yhUYNp0qB4jEispUkJUgpUiC1WpH1aleEnh6pV3H55Zfvtttut9xyS1tb28knn/zaa685jvP444//4Ac/6N+//6WXXjpw4MCpU6e2trYC6C3DKHx2qtXqVVdd1b9/fyLq16/fT3/60+7ubgCO46xxGGc1giBwXZe3lVK8sY5Q0AIKEIAP+IAAFKBRKjpQkAGkhFZwAl+iy8UHFSwrQlQkKg4uuzT/s5+tKBXxne882z7g/IKPIlAEOgMc+z+zB2Yf3XLk0s03e6q7iOtuxHeOfeqDVVhZRBXwAA8ygJaA5yr+i06xCiihqwplhbJESeiy0C4AaEABCpCArG9rAOqzXq+SLnSg/MBzRP0kolTtEChJOAJwBXwNX8ORcAJ4Zdx1K7516PRqERf9FBnrznfeR14iD+QC/OoXHzbRbRM3Qws9USpj9lPy/x38xCvPwXVQrMLTtTsqAAlPogSUAa9UqMoqEEA7n/0KPjvlcpk3HMcJggCAlFJKyTu7u7t5+8EHH9x22225Ve+2225Lly71PI+P8X1fSvnyyy/vuOOO8XjcsqwJEyY8//zzQghOuQFwXZc3eA+nwcO2qrVep+12NT6zCMOiLFmy5LzzzmNPdeTIkVdddZXv+wA8z3McRykFQAhRKBTC77JFBRDewS+MAgIoBQEEQADIsHGrFSu7pIYfoOpCAAWv04FTAUoK907HNuPvH9z/liEDfz/zn/j5z1f2G3B+ZwmrPCz3qxXgjbex6ZDHhrW8OnDI3Z1lbLntg0NH/GHI8KlTr69UfKzMw9XwgVxJSMB13XyhAygXy8s0HAlPw9NwNByNQGut1UdEqFEv8Wdqxar2LV0TdqXieEFVwhEod3src27JBTwFV6BcwQvPYq+JM1pTl6fjZz8+C5eeh1EDpr/zPqqo/azowM4T/jo89UaaZnZ1Yf+DrhvQfFNr/M+/+oVctRKuj0qAgoey9AU8V+UDVar9dVVX5/pqmWvieV7YbPL5fKVS0Vrn83kACxcu3GuvvZLJZCwWGzly5EsvvcTh0FKpxG0SDRqbNm3aDjvswFo9+uij3333XT4JgCAIWK6h7BmllOu6rP/1wecUYbVa5Y9z5szZd999+ZK22267J554IuxdwnJLKYvFIssP61KBABTgAQ5QafzRKK/KvSORlyjnnVzNTCp4LuY8hmMOKyRo+tDWv+444U/3349CESee+PjAlgvdMtwAHUV4Cp6LX56j2xJ/GLPZlBUlLOnCT372FtEvhrb/fbMhc/7yZ7hldHWxiahIFDU6OosvaiwVkELXNKKhNJTWUkoZ7qqXuQx0A3ngM1WtCnxXSU8rvs2+1Epp+EoXnJKPwEel23U8iQVv4eRjKs10X7N11b57PnD9tUs7V+I35yEb+8VjT5RdIB/opd3SCfCX+zCy+eEs3ZrPY8lKnHbyvK9sNquZ7h878F9TL4XjwAN8OEWvwB2I50FDAB7gFgud69sUuq4rpQy7fill6HBxuzr33HO5+Y0dO/biiy9mtytUETe2ZcuWsRqDIJBSep530UUXEZFt24MHD7788ss//PDD0GwylUol3Ahb+zptuj18ZhH6vh+WKZfLAdBa/+1vfxs3bhwPc4877rhFixZ5nsdX1WgJQx2G3dIXhjtkBygCeSAPlNkWSVQClFYWPqjJz8eKxbjobG/zgU8307/2nDD/d79AIQ8vgBfglmlvnn7yTK8CEcALEASQPkQeF//0gzPPfqwksbKMpavw6svYfcdnx7Q/304zj9xv4WvPw/dR9lHyS1W9SqJDIh8oeAF8H0KyCAUQ6JrFU/UCswjzQPEzirB2G4MgUNC6bll9BR8ouPA0ukv4xQUvjht549CmGaPbH5v6O7zxKjwfno+Zf8fFF8z9YDm707Ufx8VvL6j++uel996HK+G6+Pcs7L7d7K1HPjIwfcsO29z+4vNY0QFfQig4Hvc76CotL1aXa1QAsY6q8hMRQoRNrrEJ3XDDDZtssgkRNTU1TZo0af78+eFXfN8PDVf43dCl5JbZ0dFx3HHHsRTHjx9/3XXX8WGlUslxnI91Ptddu12NzzMmBOA4TrFYDD8KITo6Oi655JLBgwcTUUtLy+TJk3mgyARB4HleEAThTVxn1M2Lhqg1Sl1zlIoufA0vQLWAO2/BuH5PD6T/G5Wdcczhr7/6CpwAvkauAqFrDavqOnU9l6EAB7IIP0DJRcmDq+BK5Aq44rdd24x6cGR69kBrxrGHL/jgPXgSeRce4IjaqaSCUJ5ERaMMlIFKzfMM7WFoFT+7OycVFBtbjc5uv1SBUPAFKmXc+Qfss+ucAYk/DsjcesJxb85/A4Uu+B5KLsoeVq2C78MHCr6Xq6pyAB8oeaiUUC3Blyh58FjMArfesuJr2/51i0GPtdOM7x1YWPgGfAe+RHe5Nvp24efdLr2eLWGjF1oqlQAEQfD4449vuummw4cPJ6KJEye+8sor4fGO47AjFo4bb7vttrPPPlsIwR9d12VZcpxi1qxZe+yxByv5kEMOefjhh8NTlcvl0ISERmV98HlEuGLFCt4ol8t8PXzZSqn58+cfd9xxHFkdPnz4Lbfc4nle2KkopdaHCLk9s01g+fkavoTjwqvisVn4xq6PJejGcQPmHPnfHS8/DdeFC3gIytIXGosXwXewfAmgIdRK4ANgCVDOL9NwUcxDaAgFoVEKpA/4AoUu/OInaotBjw1M3LvV6Psu+92qYhnlKlwfQtaGpRqBREkgp5EDioBXk1w4MuwZHH4Gqk7A8itX4QcQEiJAPofHH8FxRz03IDWtje44cO+3/vEgKi66i/A8CFG7LeUyhEKx6gQIJFD2pERRwCmVUCrB8yGAstAesCxf9BS8Mi4+C6PST4/JvjAgfvuVv652dcAVKPlwAReoKG8DDAnL5XIYPpk/f/4ZZ5xBRG1tbel0+p577gHA/qrjOL7vh8YqlNxuu+1GRIMHD77iiivCsEXor/KZb7jhhmHDhsVisebm5qOPPnr58uWhO9ro+q0nPo87usYGEwSB1povadasWTvvvDNbxT333PPvf/87HxP2JezHrguUhpANrVpACSgf6M5h4Tz84KjuIZmHm+m2HSc8OP1+sTKHqsLC5UEVcKA9oFqFswJ3XIXdN//noldRygFYCSyBzHFvrwIAqlIpVV1HAqtyHa52Cl5QFXh7AY46aO6QzKxRLa9O3GbxvX9CtYpiCYGA1iw3N9B5VXM7PUD1KFA0hpE+A4GA1JAKjgshIFy8/iyuvBhbDH64v/3nrcfcc93VlVIZrkS3A1dDSLg+NNgsQwKOn5PwHAe+hCuXSXQUSnkuSKmqhYQvUfXgKzgBHBdvz8PkHy8bN/gfNt209SYP/OFm5Cu1uI4HrJdBUgOhABYvXvzrX/+aG9XgwYMnT57M+9k8cmvkLj700VatWgXgqaee+sY3vkFEAwYMmDBhAusWgBCCpdjR0QHAcZyzzjqL56UMHjx42rRpixYtqt3zume77trtanweS9g4Sg5tYLgz7GOmTJkycuRIIspms9///vfnzZvHR64RevoiaEBCSageGwj4Ep6H3/5y+Vc2m56gmzcd/PBvLg6WrawFbbqhS0Cnj6pGVzceuBN7b/t2K/1tWPzWqy5aDAHNY0tZrkkFAVABHCAoFAqBdCXyAVb5yLsabgUP3oXdtl3aRI+OHPSPA//7scXvIt8F5UNLKAVfeFKzO+oBoidXoT6PJWQVFUqoVCF8dK3A1N8u22n8vS10bRvdev4Z/tL34QYoiZqlKviQgOt7GpVCZbmuOe1FjYrW3FN056tva5SLlU7HL2kgEPB8CAlXohj4PuBrVKp4fCa+e9i7Gbq+LX3FkUf9/eF/iaIHV0FukOjoLbfcsuWWW3IA5pBDDlm6dCmAcLwTuldCiNDW8R42aEqpmTNnDh06NJFIJBKJ/ffff/78+WwzWcOoy3ju3LlHHnlkmOe49957+VSNNnad8znHhGvPeeedxxnFbDZ74YUXNsZ5+d6F9hMNA1/P83in1jr8ykfFLxUk0F2qCgSe1r6A7+L3V2H3bZ9upTtHtt/5/e/OmTsPFWCVhxJQAjo1ikBJ4+nnccQ3u1to9oj0kxO/MvOZZ2RHvsqerfBYG5XAXwFUoD2o+nCurnwfqrPq5D1UFTrzmHp18NVtHkvR1E0G/+onP5wpStAuqkVohXyuzMEYjapSZcCRslQurwAqrtvte5XwhnxSJkpKyY2JRSg0fB+PPCwP3vtv7XTpuMF3HPz1f787H93d8BU8oKrgAB6ED0/C68mF1GKzeaBcvxweA3Mv42k4EmWJioTo6dSgPMAFXIE//cnb+at3Z+wpw/rdefKk3OsvQYqe2NsaQXwOIH306pRSvu+HyapwP4tKSsl6YBv4zDPPHHDAAayKvffeu3HM9pkIgiAIgiuvvJLXIbS1tZ1xxhlsD7gtVavVsAAzZszYZptt+I8efPDBL7zwAuq+XngtoYkuFos8EA0zcB+95E9nvYsQ9d6FZ9Buu+22d9xxh+/7ofC4p+HAMVYfAKDhMj7WDdZAoewJQKBcldXZT7w/6dh7tx55T4Ju+fqOr7/0FKoBqkAFXgVBCcgLFCXmvouf/OzFESNuaE/MnDBmwSXno1LEqnLVR4eAFygEHgfei8BKoFybDxBm2BUk4EpuneVu0VUFKhKzZ2PyWZ2DW87fbOjPv77Lb/9w/dxqHlrUYvhSeQoVoFJ1VgIFIK/kisYURZikCrsYjsU3ViSL8Kln5/3wpGvHDPvhkOwF+33t4btvhl9GIQ9Ps2yEA+1C+XAEyhplwKl9udZCyg0iRN2HCAAPKGqslFgpUZQQDf5FUEbeBVyJefPxu1/q4f3vJpryta/eecmv72usx0KhwMILLQxfWtjh5vP5RjWGG3yxoZfES42+//3vs2bGjh375z//OTzn54ssFItFKeWHH3546qmnZjKZWCw2dOjQP/7xj41Wrquri0vied51113HKy0ymcykSZM6OzvDU3EBurq6wvhII1rrz1TCDSFC5sEHHxw/fjwRDRw4cPfdd3/zzTfDJGmounA0zDRWEj4uIBRIX8KTKC9Y/OLhRx80bOQ2Q4d9c4uxP7vnDrhVlB2sKKMKVQSWFVF0UKrguinYfec3iC7t1zr1rDPnvf4mqgFcxdmwIIB0A/g+tISGB+QBD1r1eI8KUNAajq8F4MMpIefBY/evM48n/oXvH3nP7tv/nGjCNlse/OLzi4p5qSQA5fkcI3WDoABUnMoyoAIItvZrVBs3x1KpFLbpYrGYyxdPOePMIUO3Tid2+PruF1z2q2eXL4J04VQhBYRmD9rzkAtQEAgkAs2ecBi50gA8oAKsEacFEACORkXD0fAklNS1oJSv4QNVDQ9wNVyBOc/grB8/P/FrvyYa3Nzc/MADD6DBkQnzw6VSia+rccCilAorOmyv/F0O3Wmtr7zyStu2OcJ3/vnn82DMdd1wEshnbX7h0JH/0D//+c/tt9+eNbbPPvu8/PLLYeHDIWUul1u8ePHkyZP5sGHDhl199dW+7/MYMozZdnV1rVF3jRN61oYNIcKVK1eG29dcc41lWbZtt7e3n3rqqe+++y4Ax3Ea04nhBXx0jsKaqRHpduY/OOeCUwaPbCWbkukhkyff7FTg+/AkyrI+NUSh4mHWw9jtqy8PSs8kuvnQ/V97cy6qonZAWcIHqgrVQAtVm+kmUZHo6olq6pol5NGUBKqB4+iyQMVHudNZVpA5HxABggpuv/n57bY5lGgAUXbS8Sd98MESvpZq2eH0glYCWijpQUvOIH/0vnEn5TgO1/of//jHYcOGJZJpouyk4y/q7oQMEPiQEp4PLSE1pFaeLkl0axQ5Z1MbizZO1qklKgWA1Sw8FBBoiPrQUWnUgkBCwfU5UIWuilMW8DQcH7MeWTLhK7sPHDiQiPbbb7933nkHdZPY1dXVU011zQRB0BgRCJ2aULR8mVtttRWvZT300EPfffddbuKNLtLns4Rhp8+NTSl14403cqaRiE444YQw0xiOLQForZ9++mkO7cRise222+7RRx/lX4Wec6OD3chaSnG9i5DvL2d7uMT5fP6ss84ionQ6PXbs2F/+8pdceu4d10jIhGmfT5gk8OD4bTaNJy2i1NHHnPbqK91CQEgUHXRXJI9kKgLPP4cfHNPRj54eHH9h5y0fmfUQPB+uQNGBI+AGteReoKEVtISu3cwOYHk9xcejJsHpAV3LiwhPlwSqEp5E4Gu36gdSoTsHrVCu+L+46MK2fs2JJPXr33LWWT91qgIKgQNI+FU4BV23qz0OJ/ui/FQR1FvbnDlztttuO24rBxy0/yuvvayhSmVXSWiJShFaQAkEQgWiKmsFro2oaz6obhQbenQYpkxUuL+mS42gPvNOSEAoeD6kgtDoLsqyC6HgesjlK3fccQdP2ozFYqeeeuqiRYtCtbChCy8K9UE+J43XGDI9//zzu+yyy7Bhw3gi5CuvvBJ23+GRxWIx1NLnprF4+Xz+nHPO6devHxG1trZeeOGFjVNGy+VyKKQZM2aMGjUqDA4tXLgQq88E4PpqtNJrOdNtvYuw5jfW77jrulzK+fPnf/Ob3ySieDz+ta997aGHHkLDFHBeAc3bLN1PnC5n03/tteej/37eqUBLSIWyI8Lp3Is+xC8ven38mFuy9Iftxrwx+WQUlsErQwr4OggEHFf6PrdMHrrVfqRwgW6gS8OTCCQqGhUNj+2DBqQKv6XqbT3QEK4XSEBDVNwujcryjoWH/b99yaJEIjF82Cb3/PnvbhmFLsWOo+/0REfX6Ef58hcuXHjUUUdx3HzcuHH3339/sVzQEBKVitvF1qtjRcB+pkag4YczS5WAXiMFsprz6QDOatHa8CbUEBpljaJGWcPTQLUKrSDrjkB4pu7u7mXLll188cX8EIZNNtlkypQplUrl08f24WUWi8WOjo7TTz+9tbWVZ3r87ne/C49ky8lpwPAMny9VUK1W11hjEN7zhQsXHnjggXyfR40a9ec//xkNw1o2D/xHr776apZiLBY755xzCoXCGuaO+5c1zv/pbAh3lB1INtkApJSFQoFrZfr06VtssQX3Lt/61rcWLFjAnZ8QIvRn+JI+YeL48N9c8gtA6NokEtFd+VBiqUBHVeEPtz7/3SMfHtx6aTZ24Rk/enXefPgB4KHSDXiAhvRLbOKKuWXgKKJWOhDSVdrnM8owOCGhJAIJTyPQUCKADMJpY6gWS9IvoWY3VGduhUZFoyyRB8pPPfPvHXfaLh6PWxTf9+v7v/7qm9BYsWQpoLTsCa+Hd4w7+x//+MfNzc3Nzc3Dhw8///zzPc9zXR8aWkEK+L5fdYr1gIq32owcBQTQfn0EC9TNmqeh6ma8ErqsDbZ9DaGq+vkdoUpsPKVW+Xy+6vKENVGtllEXzJtvvvn1r3+dI3ATJ068775azCZs+mFsw/O8cHvatGkDBw5MJpO2bR9//PHcWjo6OhoD49Vq9YtnCMIm1NXVFToa3K2zzP71r39tueWW8Xg8mUzuuuuuc+fOXeMMXLalS5cec8wxvHxvwIABN954I/8qHP1+NJ7/6ax3EXJP9rFper4krfWUKVN4XMHz3ZYvX466P621DkcRH7eEqhMI/KDCF+sEnRorBd59ZM7dW2yzHdE2TfHjvn3IP199Dp6PXFVUZNF36pLyJHRVBp2+uxKoqKBca3AqCJ20wK0lC+sGUtWXR/SsJNBuT8DD9/NCeRpCIxC6LFBUKPsix83397+/YczoTXjJ4Q9P+p/urhXQvlI94yXeWLly5RNPPDFq1Chul0cccQSPVbjdOFXRoBMBVKTq5hVGWgktw5L3zFeti5AjLqL+bUejrBHUPn68CBn2XSsKRRXOv4MAPKU9IWqWLQx7/vWvf91+++3D+P5zzz2H1U1Z2Bj+9re/ffWrX+XZm3vttddrr73GtdzYiBv7Jiklh20+x6oijjw3ZhFCC8blCf/Qdddd197eHovF4vH46aef/v777ze2Qy4DgCeeeGKvvfZiV2777bd/4403Puonr2UAacNFR9cg9KH5Xrz77rtnnnkm+wObbrrp5ZdfzrcmDNM/8sgjo0ePTqfTyWRyp512euedd0QNH1C+7zuOA4j3F80/7YxJZBOR/dXt/uv3//uPUg5awPNRdTwdDpB6GnFQH0Gpnp+GhqhX/6m3v4bzqMblEY3nEQ0/CqjNUrj44ou5E21raznvvMm86IbviZTyySef3G+//Xgt9cEHH/zoo482tsiPuDeqfgn1ItUO/ci/PeUJDxNrfusTWeNyVMPOT/z69ddfz+k4XlzLPUgYIFi1atXhhx/OLXjcuHGhzYwctmOu65522mm8IKG9vf3aa68NJ6WgHunlyaj33nvv8OHDs9lsPB4/6KCDwvhimJJZmz8amQjDfihsWPl8/rnnnuORXjwe33PPPZ988kkAc+bMOeCAAzKZTHNz8+jRo6dPn87Hh9n8sBFffvnlnFbq16/f7373O56jgwYjs/7m4K4N4SU/++yz3/3ud3kINGLEiBkzZpRKpWXLlk2ePJmI+vfvn8lkZsyYEU6bQkOqbWOB5wyfcMIJbBIHDhx4zTXXAMjlcueddx5X8SabbHLqqaeGU6t7AxxZ4T79gw8+2GOPPbLZbCwWGz169COPPCKE4IR+oyallOecc04ymcxms+l0+rTTTmNX7mNTiB9LZCIMEUI0TvIGMGXKlC233JJHfXvttZdlWW1tbdls9pprrgk9B54Czw6A7/t33nnnhAkTuL6PP/74uXPnNk7ADR3axkTIBobHHpwvBlCpVO67776JEyfyM5R32mkndrM5LRZGkgForRtXEmxEcMnnz5+/3377sc85atSoVCrF8c+jjz6aUy9fPNr5BQu5xscwwsm/uvfeewcNGpTNZpubmw866KD33nuPjwwnmXBLmzt37hFHHMEBm0wmwwuj1nLmd5Tu6MemOPn6Fy1adM0112QymZEjR8ZisW9/+9uhUEN1sbRef/31Qw45hJvvPvvsE04WB+A4Ti6X+xyJ3fVBY1yBi8QR4BtvvJETwbZtH3XUUR988AGASqXCY5jQXf/oSXo/XL+dnZ2u6/7jH/8YMmTIiBEjiGjnnXd+8cUXUb8PjeHESAr5UacxbGncFQohLr/88vDRbD/60Y+KxWKhUGicFQTAcZyHHnoomUzG4/FEIrH2DS9KS9gY/mrcybego6Pj6quvTiQSxx13HOrPF+F65W+tXLnytNNO4y52zJgxl112GbfXQqHg+/4aofDe4MuFi775AkN13X///fF4fPz48fyxMc2N1UveG65iLQnHumETf/HFFy3L2nnnnTk4xzYk8m7lk8I8oc/F99zzvHw+f9JJJw0dOpSIxowZ88c//hGA7/ue5/FEHLYr+XyeVyeu/cK96N1RAPzCGX4yDS8/ASCEuOGGG4jojDPOaJzvCyCXy02bNm3QoEF8taeccgobkHw+/7FTTGWdCK3ismXLwu3GkG9XV9fs2bMzmcw+++wTTqpir5UHJ2wSoyn0uoAfBtPZ2cmPjR4+fDjvb7yoNXrM3oCUkvv60FvmvuO5557jRcBEtO+++zaGlELnkx98irWOQUQmwmq1+imS4JjETTfdRESnnHIK7+SUxsqVK8MZ7pMmTZo3b94aemtcirEOl02tE8KW19j7PvDAA5ZlHXnkkQCEEGsklEPYkG6AQq4r1lhV9NZbb7W0tIwZMya8CTwLaj0t0vvi8MSSxr6bp8IKIf7xj3/wysZMJnPJJZeE07y01oVCgYiSyeTad52RPYG4qakpHv+Yl2nyM7/HjBkTvgyjra2NXzDQ2tqaz+eHDBkyfPjw7bfffvbs2ddee+1WW23Fr8TgGZixWCydTvN2KpVqbm5mp5fPEPlbeBzHOfPMM88888zGxyW3t7cD6OrqklKG9wQNU9h4Tzwe33iedE5a62QyqZTiABsRJRKJcrmcSCRisVipVCKiZDL55JNPXnPNNXfddVekhf0YgiBIp9PxeDwWi3EV8EOEbduOx+P/9V//tXjx4ssuuywIgl133ZV38hc5Rmrb9md479r66US+EOEkw6lTp1qWdcYZZ4S/Cj20XhJu+UzwdfHKADZ37GPPmDGDiA444IDGwHffY968ebFYbNy4cWhIuHHA46c//WnUpVtb1pgaGi58bfxtqKy1rMpe9GLntYFXYPBG1GUxfBlpbHjcGr94U9zIRNhL3uBh+NLSKLnGt3d+ETYyERoDaIiWRsk1vjP3C53zC37fYPgys06sghGhwRAxRoQGw2eDQ5rr8IQb2ZiQiPj6N5LBIaf46m8RhUVW/SPZ9bdta7Jk7WDesDRRsvbOw9pLAG3TXfYSGhW4rhrhxifCXi4/kKbay3+pR4QgAilB8TilEmklJBRpQZZN2g4oFlhxisWJLJ9IEoisOGmbLCJbEUmiBJHNNd+rL/5LgGVZ67wFmv51vYL6K22JqPZG+CDwhPQtC3aMLJuItAKgSOkYQRNJm1/EW3uhryaKeJaPYX1jRLjOsRt+uMvU/BptEJFFQrpEBPLIJk1SUxw6TchqmSGdIooTbILVcDbrC75f29DLMSJcP/SohuUkpZIgTRbxIzxicYssPxAuUQw6S9ROqhWUIooRxRtEGNL7Xg9vWEcYEa5jLJDVo8Dw9iIeJ9smssiOJUBk2TaRn0gRKGZTq0VDEtYQm2JECU2xmnLZdJo66uuYCl4/1CxZGNW0iKC1loJkkCBKeT4R2TbFCRSL9U9ZoxLx4ZZFRHFCgii0peEZtGWMYR/FiHD9UQuNguIgG2QFAgBl0kMT9lCtWgIZ05TQoLjdP5XcJJUYZYEIBN3gzWK1saXRYZ9k40tRbCRIIjT0cTaRbVsUt2jgwPFO1c+mCVaGI6C21RK3h8bsIRpkoS5AKzSnjePDhsSjoa9gqnM9IYgkUY9NY/OmNWkxEHKY73CengCSMkZyIGQ/pUlbFI/XFdjj0zImRto3MZZwPWBJItVjwepZdrCrqfqTJK1Ig4DajBjoVuhWTWRZBCILDfYPdn3qjKFvYkS4PkB9rtnq+4hIk9atWsWgCahNZQOR1s3Q2dpxPCHDmL0vDUaE64m64QKRRZoIVm1KG5ABEtQwCY13aqRhcfo+YVtkWauHZ4wx7LuYMeH64CPJPavhX9g8ERQ2aSJdG/slCPxApPpgkjRZa6jOJjOTuy9ianRdA6Lak3tsotWmvmiejmbpWhI+HDNyepAsWESkQCDiUWWDCKN7Lp5hfWOqdj0AIorVZ4uGyJ4NKyCLtF1bckFE9ZVNfBinN2TNHzWDw76OEeE6BR+d6UKaQy/80SKylEWKLLJBVn2npqBuGOO1RYakenRbC5YaX7RvYip1ndLwJC4ie/XFfzaP8izSliUskKXqd98isiuwPdJE1GyRTSSJgsZFTGgUuKFvYUS4rqkJL0ah6SOi2gCRfxIEy0KDQkFkCbKC+vcTRKn6onuiemTVSLCvYkS4ruGIC+JEMSIi0kQ+O5Z2bYlvBpSE1RBqARFiFtV0CRDpOFGGiIiqZGueU2qyFH0VI8L1B99bZZNvkV/bp6m2SMJi/5SI2MTFCT0rmDQIxK+dEESCepZHCaPDvocR4Xqj9nAKWRMS1f1J1PxMEBGL02IfNUE9B/FWaEv5KGEZEfZFjAjXNZZujMfwpk22RUQW2RZRzCHbbRg6kmWRXQ+EgqOptTVLNlG8Nqup58lrZmjY1zDT1tYtumaprJ5FTBalQAmbR3wxongHxZ3ag2OsOBGRXSa7RLZHlCKyGjQcJ0rV5qzVRGjT6iFXQx/AiHAdAyIiVV99axMliBIWbE4UWjGixHKSAWzSihAnm8i2PEoup+QSstpAtaUVdk1zNRNKRPUUonFe+hq9UYRKqXg8zo9YDV+2KIRIJHjURI7jNDU1aa1t2w5frFmtVpPJZCwWU0qFR0YBNOm6wbJrM0SJtKJ4kooV+uPdF5VK0CASRIqsBO2w/aBrf3/SthMyjk/NCSJFBKIEEQX8v5rZ1InGyW69nyAI+A2hrutmMhl+ZyjXpuM4zc3N/EIVrTW/GbY34/u+bdvcrhzHyWQypVKpra2NVm+Z4atC4/F44ytfP53eKEIGQCKR0Frz62kTiQS//by1tTWdTlP9/TjxeLxQKLS3t2ezWSmlbdu2bZfL5ZaWlgjK3BM2kSDbIk2wa/NlLJKamtvErntsEvjxeIxeeJK0oq/sQG1tdNSxmUBROkmeRy/Mpq23ocGjySalSdhWrK7n+mL9jUSH4UNyuaa4V81ms1R/m3T4tskhQ4ZEV8xPQyklpUwkEuE7kjs6OvhF2W1tbeELoan+ZuVEIiGl5I/xeNz3/bV5uXJv9G34oYBs6FiK/Jrrpqam1tZWIuLrJKJVq1YRUXt7u5SyUqmw/czn85EosE6jREDUo0ultKKcTXlFwYcf0A+O+9NxRz/48ANkS6IYJZOFkuicvyB/0qQpd91WJRCRJKoSObWpMxtbvj4UYVihlmXx222TySS/iZpNpeM4URb04yiXy0QUi8VYRVpr3/eLxeLgwYPz+bzv+52dnex52bbNr3bnXqbxNRVr+Xr23ihCy7K4wsLXtYeuKREFQfDII4+8/vrrQoghQ4YoparVqmVZzc3N/LK4fv36RfduepsoDorpmouhGx3IVNqOkyDy06nk4EG0eFmhWmi+4drZuU6OjbrNieZBA/rlO5NaZKFJU7ye5Nj4FEgNr/Jjr4xbaiwWY0fG87xSqRQEQSaTWb58eZQF/TjCfpxfPmHbdiqVamtrU0r169cvlUoNGjSIiG699Va2FlTvdNg15RbIV/of6XUiDDuSeDzueR4RCSHCISIRlUqliy66aOLEiZMmTVqyZEksFstms9zXVioVPiY0lRseEBHFiRLEErIkB1OcCmQgNMHXUmpKpakpNmDPvfabO3/hNVe/kwQVyjFNme5Oam0dGXhsPzP1YEyMaKPxQhnuEMNulIh4NFitVvmjbdutra3HHnvsww8/PHXq1GhK+Z/wfZ/qlpwHtKF5v/vuu8ePH/+Tn/zkV7/6Fe/UWjf2/q7rruVLfHupCPmq8vl8IpHI5/NEFFbnwIEDt9tuu0Qicffdd++www5Tp05dvHgx/6qlpcX3/e7u7rVxxNczrBxN5JEtyKamNiueSMSpKWP3T9hUrZDW9lZb0eQzf3jP3Q/OeUz1zw62ieI2FYqFeIpFmABlalkK2vieAxx6aFR357TWTU1NvIfba0tLy+67784Rjl6FUgpAKpVqdKqTyaRt288999zBBx984oknvv3225ttttnhhx/Og8NEIsFyTafTsVissQP6dHpdrXLN8ZUvXbpUCPHee+9Vq9VYLBYEQbFYJKLbb799wYIFP/7xj7u6us4///zDDjts2rRp5XKZozgDBgxgExoltdeegcgnq0R2hbRQUiqkhMoQqFwkIiKLjp9ELdn28868u7SCKKDmLAWUa2oO/c8EUarmiNo+2W79PWq9nXCAxG0xjIt2dnYuXbqUiDKZDBE1NzenUql1+7q/dQU3wmq1yvaQiLq6ui644IK99tprxowZTU1NN95446OPPrrDDjtw7JTt3qJFi+LxuNaaQ1BrQ28UYbjNcZfFixd3d3fzaL6trY39mWHDhv3mN795+umnR48ePXfu3B/+8IfHHXfcCy+8oJRSSq2lL/4F0PXVt40/2iKKgWIg26J6qlATeUS+L4WdiJPV7CtLW5TJUlt7P8elkZvQuZN/tPi98vS7iBR1d9OIYcO7cwoWYeNfvxS+zY+Dh0RUKBQWLFjAvw3jMREOHz6JsB1yaFRK+fvf/36XXXa57LLLtNbf+9733njjjR/96EcjR470fb+lpSWMAL/00kuVSoWvem1jE+h9OI4DQGs9a9YsHv4OGTLkD3/4A/+Wr7CRKVOmjBgxgl3Q73znO57nOY7jui7/tlAo8EYulwPATpHWOggCIcR/LIwGdPg/He4WgANUgDJQBiqAAwTQgAIUgErgr5BBN5AHlnpquQS6y3CBCpBDZeFKDGz5x5knolpEMYeDvv5ca/Ka997HG/OQsm6+9Neo+HABH5AAFCABAcjGMvRqfN8HUCwWAbBr193dPXr0aCJqamo644wz+FelUqnxW3wkAHZfN0A5y+UygCAIPlr4kBkzZmy33Xasl7333vv1118HkM/nG0sLoKura8899xw6dCgRDRo0aO3L0OtEKIRgEfL2jTfeuOOOO3KHNHr06GeeeQaA53lcSa7r8u3r7u4+66yzhg8fTkTZbPbSSy8VQvi+73ken4o12d3d/dG/qLWuVqufVJ41RVjTAIswVGAAqJpUAoiiD9ENdEOLcqk7X10o0V0RcIGOKopACV5BI0n3//RkeFX4Pp56DGNH/u9PfjzvyScwvH32+eegIlAFPECgQYRioxEhN1ApJYAgCPgOP/fcc9tssw235gEDBlxyySV8sOu6vu8rpXzfDwXA390wVCqVarUqpSwWi6wox3GCIFiyZMn3vvc9LvAOO+xw5513cnsL+w7WsNb6t7/97eDBg9ke7rnnnoVCwff9lStXrs1f73UiDAmFsWzZsnvuuWfUqFH9+/e3bfvwww9/7bXXPnq8UurZZ5894ogj+EZsvfXWDz74IIBCocCnCgUphPA8b23MID5RhAoIgAAQ0HWF+IAHv8BSEa5TdKvQGhJlgXJVouChqtHtoQQs+AD9M4+fNgm5LvgKFRc/n/w00TlX/Ar97TcvOhcVDRcVH5Dh31UKSm0sImQJhYoKO1YAr7766r777ptMJtPp9I477jhr1izeH5qjXC7H22tZR1+EsIPg0nKxq9VqEASXXHJJ6Iidd955S5cuDYvHG6VSSSl13333bbHFFkSUTqcPPfTQxYsXc8nX3pL3RhGGXWCj51kul8866ywW2MCBAydPniyEKBaL4V3jwzzPe+WVV7beemvuvXbbbbd33nkHQHd3t9Y69FFDPM/79B53NRGqNZzS+k4BBIAHeEAALetflHBclH3fAzyJahUP/sXfedeLb7rjpXc/xOCWf158DtwqBJBz/OWrsM3mf95t26VN9Pp1l6EKuFheEyEABNABdMDObu+Hm6BSKrznxWKR+0G2HjNmzBgxYgQRDR48eOedd3777bfDgUOovQ1jDNkOo269i8Xi3XffPWzYMJ5IcOSRRy5evJh/pZTisuXzeQBvvfXWf//3f2ez2WQyucUWW/zlL3/hdlgul7nkfNh/pDeKMNSeEKJSqbiu67ou34UlS5Z8+9vfZoFttdVW06ZNC7tPvmytdaVSKRQKl1122eabb86p4ZNOOim8HezwhLUrpRRCfGplK6BBhKpBiiwPvdqYTSpICAHpSggFX8HXqLp4/v9w9EFvZ+jawf0uP3bSratyaMtc+5OTVvo+qsL30OUB99+JLP0lQY/9cjL7ou/5gKyJLoD2NiIRhkgpP9r3hc30iiuuiMfjQ4YMsW37pptuWr58eVhTlUql0X6uJ8I/x3/r//7v/3bddVfOo+yxxx5z585FQ9MKtVqpVM455xyehDB69OhzzjlHSslNtFAosEO79ma8N4pQa813ZI3LCMfBTz311E477cR+wt577z1r1izuXBtxHKejo+Pkk0/mgM3QoUOvvfbasFI5MBOeMNz4CKpu4FYXoWq0hwpQoR4rouwj8CC6HXgSno/XX8Wvzv9wePbuLN21w7j/u+larOhEoYJs4ie/Ov9Dz0XV9wS6ywE+fB/HHDZvq+H/vuTCbhfwsEiwCDWgxcZlCbG6exLu5HhMYyBk4cKF3/rWt9rb24lo3LhxDzzwQLFYLBaLn1wp6xhuFR988MGkSZN44sfgwYNvv/32jo4OvopyucwBCC75//7v/26yySYcp/jBD36wfPly1NuqlJKvmgeNHw0ifiy9ToRcPdyXcMfj+74Qgq+tq6uL74Xv+w888ACnYgYNGnT66acvWrRIStnoADiOI4R4/PHHv/nNb7Lx3H777Z955hm+uY18cn2LevQlAGry0/wDaCgNT6Oo0S3RpdEhUPaAIuAicIFly3DNZdhjwkv9rYfGtj7x4+ODJe+iXIEHlHz89QH/ob/AdSDZjmrkCpj3Fm65ofjC8/AAH10C0I1GeA1nuHfj+/4aES/+yOEx3/cXLVoU/mr27Nn77LMPV9PEiRNnz54NgNv3+qazs/Pyyy/nadmZTOaYY46RUnILDDt3ng0zc+bMr3zlK+ymTpw48e233wbwwQcfoMHx/hx9R68TIfeajX1nWJGhHWNxcnzl6quv5prr37//eeedx8crpViNoS296667wrjcCSecwG4G/vOoY3URakBBa2jNchAaFYmiRF6iW6Lbh8h5qCiUAvz14dyB+z2cta8f2fLQgbt9+PoceAUUi/A1fJRLflH4EB60gtaolCAVAg1Pww/gC/iAgCPDEenHWOBeTWgE1oj+Awi7VNSrkj8GQXDzzTdzkMOyrEmTJn20u1znTJ8+feeddyYi27YPOuigBQsWoB5L55JXKhXP895+++1jjz2W8yuDBw+ePn06/6pxMIl6E61UKqFhXJsy9DoRflaEEG+//fZ3vvMdFti4cePuueceNKQ6eDUKgFwuN3Xq1FQq1dTUlM1mzz333DAS4LpuKFfeybNzGqKgPC5HEEihpIaSCDoKyyU8AVHyvIqvBFD2UPXx/Ev47pELRg6YPrR5+o7bzLjjVu268Dz4AXzFiYaVEh1Ss0UVGtABpISEJ1AWgNBhUlDUArA87Nx4RPhZ4bQTgI6Ojt/85jf9+vUjon79+l188cVsOcMGzZnecBtAEARc1/yxcUjG8hZCNA5tuIt/4403Dj30UNu20+n0uHHj5syZE56BD+CWUC6Xzz33XF6+k06nr7rqKi5PaBLW0uf8FDZ6EaJ+O/7973/vt99+oT/z1ltv8W9zuRz7EnxPOzo6jjjiCO75tt566+uvv55votY69D3C+nZdV/hS+FLWYpQKCDQcjUpncYlAEAAVD0KiUkW5hM6V+O1vipuPnd4/fc/I/n/9+Zm+W4Yrsaoo/XqeTwIS3RrdumbauoAyBLSEhqNR1EBdnwA8wAFUT2y2TxOG9V955ZXjjz8+zA9ztqmzszOso0qlEtqfsL6EEOFOll+jc1gul8P45ymnnEJE8Xi8ubl5ypQpAIIgCI22EIIHdbfffvuoUaPi8bht24cddlixWFyxYgUfw4NbrO61fT76jggB5HK566+/ftiwYTyP9owzznj//ffXOJgr7Jlnntl1111Zit/4xjf+9a9/NfaUXJeKk3ISkJA+hC+V9jRKAVY5YqlE0dOB0PhwKXKd8Ep48E5sMXz6gMTfstafjv/ua4sWwxXIOTzxJRBwJDzZOKzTAAJgCbCkluuvJzx0z+QYnhLg1Oxh3xVh2JRDJXR2dj722GPbb789zzL9+te/zvnhsLqDICgUCuFHniYVOj7hebTWYW5daz1lyhQe/o0cOfLYY4/lrlkIwfIOYwpz5szZb7/9eLngjjvu+OSTT6IhQ8hB9TUK/LnZ6EXYGP7m++g4zo9+9CMePY8cOXLq1KlcT47jFIvFMIuqlLrpppu23HJLImppafnhD3/I4wGet8En9Fylg7r9UgA8oKjRIdFREit9qBWd8Hy8/SZ2+cqdWbpmVNtfvrHLm68+B9eFq1GFLuouH8Wcu1SirOHo0KbJUGZLgUVAvib4APCBYA0RVmqTZ/quCEOTxUP9RoM2derUlpaWlpaWpqamb33rW5wfDocS4WGN/stHz9/V1fXSSy9tuummHMnbe++9X3jhBaw+bONIUldX17e//W3uxzfZZJNp06bxb8O4buPfarS9n5uNXoRM2IHl83nuU999993DDjuMh/jbbLPNHXfc0Xh8Lpfj3rG7u/uyyy5ramqKx+OZTObss8/m/blcrlqtQqNS0BA1V1AqV+qiRLePLoGKAD5cjv854cZxY84Z0HLB7tv/c/qfUCig5MLTWJar+vAE8l3VDyUqEqLHAKp6cj8AUAaWAx2AU9vJnqtCfR4Ae6ReuLevIqVstCqO44QWzPf9Y445hr3TgQMH3nDDDay0lStXNtq9Rj2Eve2qVasWLVrEYZVUKrXFFlvcfPPNqI/lOP/uuq7jONVqddq0aUSUTCZTqdQll1zS0dHBj8BZo5y8wQssvviF9wURdnZ2AhBChFNDXdfl+rvvvvvGjx/PlXfkkUe++OKLjV8M06/PPvvsYYcdxl7Ktttu++ijj4bnCRMDwg+E8DUCDU/C6650n3vRLxPNo4k2+9rEs3/9q5dLORSL8ICOcs6vqacqUZFwfFntUWA4zS0I54I6QB6o1CxhGICpZ0Lqw8m+LMIwXsozNBqdSdSzGsuWLeNsk23b22677cyZM1l14Xd5qT5vh7mu888/P5vNJhKJ5ubmCy+8kH/LbaZxMsDMmTPHjh3LQj344IOXLl36KfNdWLrryiPtCyJkQicknDUb1t+1117Lc9v79et36qmncvapcZo4gGq1On369B122KGpqemJJ56op/IFL5VQqspTqTWwZOmqR2c/NW6rbclOUCzxjYOOeOv9bhfI19Y9CIFKwSlJwAlUZ1dBA5WK0yO7WohFAd1AsSY8BegA2gPKQBfQDR30eK1fgpBM48SJRscyjK84jiOl9H3/4Ycf/upXv8oRuGOOOWb+/PkAtNZc7/wMm8bTnnjiiUT03e9+97333kO9VTCO42itOaTH/ucee+wxe/bsRvumtS4UCiwznuTYGMJhvmBsZqMXIVdSqEC+HR8dmr/99ttnn30219yYMWNuu+22MM7WOIutXC4/9NBD4ckDwUOyIodGgkA+MfvZb33r+0QZslK77fWNmU885kH6UDm/7AE5r1D2OyUqGqJSdTWgNQo5v27N6i5lLSSzFOiqzfyWgBZ1BS4FOgCvJy2xUWUIPzdSyjUSayyYRiMJQClVKpWuvvpqnmRj2/Ypp5ziOM4avSrq/ey8efN4/jDD018AFIvFcrl85plncvqhtbWVHxgThgwaowONp0WDkhtX6nxuNnoRfjq8oJu3i8XiggULJkyYwEt+v/a1r82cOXONg8OppPWOWQGis2s5ILq6Ok499dRUKkMUb2sfOO0Pty3+YEnNu9SKLZbUQteSfA1+Y8/CC9WwX9VGej25hzVGgHVftK9r7/OhtV6yZMmZZ57Jq2/Hjx9/1VVXsYxDtbDP+dGMOVfulVdeyY9abGtrO/300zn3oJT62PVu65U+K8Lw1jdmkzjEfNddd/G0DCI6+OCDw8lTYXKfP1arVSEER+GuuOKKgQMHJhKJRCJx0kknNUa9Gw2pYUOSy+WEEPPmzTvggAOIqLm5ecKECZxLCN2carXKS23CyTdBEDzzzDNjx47lx6IdddRRjz/+OADf91esWNHorG4w+qwIQ0dCa72GSHhS289//vMBAwbEYrERI0acffbZq1atCisg3FBKPfzww+HCqF122WXevHloWBzcOAv8i7slhrUn7DF5jtjtt9+++eabJxKJeDx+yCGH8EDxo4swXnzxxf3335/n9I8dO3bOnDnhAp1GNtjccabPijD0Sdgj/diJFEuWLDnyyCNZYOPHj7/vvvvCgJjneU899RT/NpFIbLbZZjxW5OUXvDyHZ5bz8eH0ecMGIzRuHBEoFAqTJ09OJpOjRo1Kp9Nnn3027+S6XrRo0bnnnsuLj7LZ7LXXXts43msYgNTmam/IC+mzImw0a0op/rcxVMORtyAInnzyyT333JOXC++1115vvvnmihUrTjrppIEDB3K6//LLL0c9HoCG/BKfitO1/2lRomEd03i3w0UPUsqFCxcedNBBPCVt7NixF1xwwYoVK0488UROP8RisRNOOCGMdhYKhXBYwU+RNu7oOoYf6NS4h2tujZF3LpdzHOeqq65Kp9MDBgzggBs/1+DUU0/t6OgIgiD8Cns4jZ5n4/wMo8MNCT/Ra42nLTGvvPLKLrvswkk/DqIS0YEHHjh37txwuNi4kD+sUM6CbMCLAPq2CLF6xTB868OsbuMdL5fLJ5544tChQy3L2mWXXd544w3ezz5nuNQYAC/2R8PzDgBIKc2wMBLCftB13fA5ekEQ/M///A/VX0Fz8skn8zE8jOTtxjrl531teAUC6HlGch+GO8vw8azhO5s8zwvfiyCE4J1Dhw7N5/PvvPPOiBEjbNvWWsfj8SAIeCq953mxWIxfF8VnY53zA9LX//NODTUAWJbF01b4aRT8ArbGY/g1QW+++eb222+fzWb57V38SgyuO24A7M3yZGMiUkrZtt34/Nv1zZdChGsJ62qLLbZYuHDhggULttxyS9SfBW4wrD963RO4DYYvG0aEBkPEGBEaDBFjRGgwRIwRocEQMUaEBkPEGBEaDBFjRGgwRIwRocEQMUaEBkPEGBEaDBFjRGgwRIwRocEQMUaEBkPEGBEaDBFjRGgwRIwRocEQMUaEBkPEGBEaDBFjRGgwRIwRocEQMUaEBkPEGBEaDBFjRGgwRIwRocEQMUaEBkPEGBEaDBFjRGgwRIwRocEQMUaEBkPEGBEaDBFjRGgwRIwRocEQMUaEBkPEGBEaDBFjRGgwRIwRocEQMUaEBkPEGBEaDBFjRFgDgNaaiIQQRJTJZJRSAKIul6HvE4+6AL0Fy7KISCmVTqdTqZTjOLZt806DYb1iLGEP8Xi8Uqm0tbUNHTrUsizLsowlNGwATDvroVKpNDc3E5HjOE1NTb7vJ5NJYwwN6xtjCWsEQdDU1EREAOLxOBGlUikpZdTlMvR9jCXswXEcKWVraysRlcvlWCzGsjQY1itGhDVc181kMkTkeV48HmdjKKXkDYNh/WFEuBqcpbBtW2sNIBaLRV0iQ9/HiNBgiBgTmDEYIsaI0GCIGCNCgyFijAgNhogxIjQYIsaI0GCIGCNCgyFijAgNhogxIjQYIsaI0GCIGCNCgyFijAgNhogxIjQYIsaI0GCIGCNCgyFijAgNhogxIjQYIsaI0GCIGCNCgyFijAgNhogxIjQYIsaI0GCIGCNCgyFijAgNhogxIjQYIsaI0GCIGCNCgyFijAgNhogxIjQYIsaI0GCIGCNCgyFijAgNhogxIjQYIsaI0GCIGCNCgyFijAgNhogxIjQYIsaI0GCIGCNCgyFijAgNhogxIjQYIsaI0GCIGCNCgyFijAgNhogxIjQYIsaI0GCIGCNCgyFijAgNhogxIjQYIsaI0GCIGCNCgyFijAgNhogxIjQYIsaI0GCIGCNCgyFijAgNhogxIjQYIsaI0GCIGCNCgyFijAgNhogxIjQYIsaI0GCIGCNCgyFijAgNhogxIjQYIsaI0GCIGCNCgyFi/j/wav4eKK1CIwAAAABJRU5ErkJggg==
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(=O)c1sc(C)nc1C Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C#CCN(C)[C@H](C)Cc1ccccc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCCCCCCCCCCCCCCCN(C)C Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COC(=O)C1=C(C)NC(C)=C(C(=O)O[C@H]2CCN(Cc3ccccc3)C2)[C@H]1c1cccc([N+](=O)[O-])c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C[C@@H]1CC[C@H]2[C@@H](C)C(=O)O[C@@H]3O[C@]4(C)CC[C@@H]1C32OO4 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: N[C@H]1CN(c2c(F)cc3c(=O)c(C(=O)O)cn(C4C[C@H]4F)c3c2Cl)CC12CC2 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1nnc2n1-c1sc(Br)cc1C(c1ccccc1Cl)=NC2 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CN1C(=O)N(c2ccccc2Br)Cc2cnc(Nc3ccc4c(c3)OCC(CO)O4)nc21 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Nc1nc(N)c(N)c(N)n1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABzlElEQVR4nO2dd5xkRbn3f1V1QqeJmxNRgZUgQckiIqiovOhVQOUqIihKMABeDCQDKFxRDCgCiqCCIIKCIIKC6AWVjOQMC2yc1PGEqnqe94/q7unZJcwsA8PA+X7609vT4XSfs+d3quqJgpmRkZExdcip/gEZGa91MhFmZEwxmQgzMqaYTIQZGVNMJsKMjCkmE2FGxhSTiTAjY4rJRJiRMcVkIszImGIyEWZkTDGZCDMypphMhBkZU0wmwoyMKSYTYUbGFJOJMCNjislEmJExxWQizMiYYjIRZmRMMZkIMzKmmEyEGRlTTCbCjIwpJhNhRsYUk4kwI2OKyUSYkTHFZCLMyJhiMhFmZEwxmQgzMqaYTIQZGVNMJsKMjCkmE2FGxhTjTfUPmCyo4x6ti4sc+yrGPpmR8Yrg1SFCAgiwY0WoWg/cq9x61X9OHa7ZqVG0t9/e7PO+f/QjGRnj5dUxLHTuRadg5NgHhOfhWRX1PA1Us96qGZPEq2MkRGtHnNjEqPCcVET7+eem80UGROu+OZB2yliOvj+TYsaLRkz7dtlNmbk/OkSy2m6NvmGigz+t8annnZRm09GMCfJqEaHj+UenF5YHtdaQqz3Z5rmliPbImZExMV4101EALzQ5HDNmrgZ1PHjepePzkCkwY62Y/iJsn/ovOP98TonSGg863/1c2lpTq68OK1fGy810F2F74PKaphRH06BiAQAWEGu1p53yG4/AOlakGRnj5lVwxljAproRRZH7O02p9bzRtm6oAVjiVBv7HFtoHwRpLQMyihJAJIkGZJoaZ2u1lpmbdtc0NS/1XmW8dpjuhhmjbc1XPhACHhjGQEpAUJJW8jmvw0HvAx5Ty1uxBkQkpbTWEpFSSkoJIIqifD4PIE0NQEEQrPahZ9vSq+C6lvGyMu3PGF/5URJZssyo1bQApISUMp/LtyarFCX1JE2YYJtj4bOIR0qZJDqKEiGUFNJoWIN8Ll+vJUYj8L0gCJjQaMTGrBYPsNotI2NiTPuR0HJDCCFRBEtw009gLDxfN+JhPxC+DIHQWk8JBTiZrOEtZBBBCIiOZWAccy7X/Jt5zEtRpPN5PzOHZkwK0/7KnSYkkQPLOAIIRqNWhacA+FKEAj6gACWFShM06u5DtKYrIk2tEEgTGI3ly6pgBL4gCydsAUQR1evGjaWe5wPNlzIyXiTTfSQkYi2Fb1IZRygVAAACECBAKgPYRtQo5PtGRacAYcakWbQPAKNeR7HYfIYIUqJa41JJuGHQPdP8itXIRsWMtWXaj4RM0hh4HkpFjAwjjQGCTmE0AI8hA78Ihk4xPPT8GwIRigVYAwDlMsBgRldJCAGtAUBKRBFaVtjVP56Nihlrx3T3E0IpUa/VvGL3nXeXf/idP82bv+iwz+00e35TEknMuTCwFr/69d9v+dfSrbZ+w8GHbCEEj46BojmIJQkFgayV8clPfjfnz9xm2y0/ffgWEDAJciG8ECtXJH+47Na77rxv57dsvN9HdmkuETtdg5wFrmWsDdN9JCRwWiwKK+rwildc3rjmatEzG0YCigAKvIAsDGGo3PXri5Y/8cQiYgDpaHYhNJAAifASYgD4v7/mr71ywfHH3nPz3UgkvADEIERhd/j4Q4t++6tymq5nCUANqLS2Y4CIRTNtMSNjQkxzEbKHRAF5IK+kV6vNXTXUVW6gmuqUYobVGkIAApp7iRex6GMGIFtxpBpIAeOUxIDvwffXr1bnW7345G/eniQgBksYcBigWp4VNxZJzDHGGWuoNQtlgGitg04zXttMdxECMoT2TCKTGGEuN2deb7GIfOAr6QMmzIMEIGA0Go3KSDUBAQghCTIBIkADEgh9lQcDEo10ST4f7/2era687OHfXwAGWKJSUyBYEoatJR8AUASKzdks+0AAaECvffx3xmuVaS7CFkrCUzDGRnG8chUSDcBPbVhvpAAaNTD19vYtmDc3BACWHYs5DwBDuqEw1Uj0qkJP+dOfQU+w8emn3vT4Y7CAJd8KeGGgvCCKpRAgxugCkAH4ALUH1YyM8TPNRSgAz8IDBBjQZMOgO1TwPTDBgyyEAVvAwMZ9ca1r5XL3KQP2wCG4BDi3hqnVmASCAN19MtL3vmFrHHHklvc++M+f/vg/9Sq6uqX1kFJaKPYRoSXAuBk1TgBBTveDmTFFTHPrqDAQmjlXT4RUKBQKUR1/vAK+X8+xZJ1ImYZBfxR7Dz04QuBcwS3+PKDlVBASUgJc7BKkYTXCoFCprFQh/vtAXHXNeueefd1b3rrF7v8FAmpR3QuUF8BaeCAgHftrQgkjMilmTJBpLkJIEIiN8v2wCGPMPQ89+d1v3/v4o3cu7Nk0qZiEywrcNaunqk2c1AvdOwKtCWMrxo2lIjAYViOpI210K1WFwvx18clD3n/M4Vf84qdL1n/jOutuCOlxZIaE71TckZMhAIYgsPCaf2ZkjJtpLkKWIE95vicRp0iSeOP13njY52esv95ujRUoSIQ+UouVdfzj5uHLrvrHipWD4BnAaN0mFiBohtXw4SFfBBtmCwlA4UP7yz/8+i1XXnP9bn+Z/bFFuUJpRj0qWzSkKgA+EDRrSrV9hmLaT/AzXn6muQgBCL8yonO9fujDcCy8wQ8fNCPMQ2kEAAyMAXw8tDwaWVXuLc0gC/hgsVxzFKi5DDYYVmAlkohmhB4ayYpiqSgIcQNhgJNO7b/zXT3f/9bf93zbOyqDIgiltkMQBTAgShAJlAEkON90e2QO+4wJMv2v24Rc4CcRKhX0dvf29hWlh0oyKPyhRAyoXDOXsFhKS10z2EAwtGkImED4UWK1zUmUCH4Dw7kcoBDmyKYagKdgCBtvhr0/sM2qZ5KjDsesblTLPHPmbKAdp2aABNAQ1NRepsCMCTLNRciAReAjn0fgoVHRq5aXlUBvOEMhL21BWIQSJkUQ5KT0ohjKR5LWgG5r53m25FkpqGe4kstjJgPGwthIayuBMIewAJHH8d/s2/yNC/927a2P3IeF/W9a+UwiqB3vJluzCc1q2h/OjClhmp81AvVKygYACjkU8l7gCTAqjTLBlEeGAFgDwWBr0qgReACgEw+2W2j1xMO49SbcfTt6Cz2Ge5MYaYww6C7kSgJoJEhsebA83DsLJ359qzruv+uOkcGhqod8K+CUAK9VV58gQBKcjYQZE2S6rwlNcaaGTBUEoxjFS4UqSIm+Qs5Hfe6cEth4oQcGbJKmFSWRRujr7n/mUfzsp4/8+vwbZs9Z+NSKe+Ys9C667HNz5wAeYHvjKBWMMISn0nxfiYEd3oq937voz3+8veDn+3s9q+HnAFiQD/iQGiCCHlP8OyNjfEz/00WwrdeMTWu1SndvvVCq1GoQMOz0QLpajRoNQKxauH5d5paHBSxbaletwKWXXvyHPx506R/feevtRxHlTv/OLdVh1Ovo6vHCXGOkiiSuSqTV6pACwiJO+8Guvf2PGnFXFNV8BUkA+y1jjGr1n8nImDDTPKmX2gUNjbHe9X9BsRebbwtrVnarmdIFaguwwKPPJPc9MrTxRvNeNx+KEVchPZCE9FGr4PzzHjjnrAv+dfPXPYm/3QCTpO94byC9iFHxMKtSs/ARBv6Tj+ORh+Mtt8j19yCnIFwhRZEAPoR0fkOZmWYyJsg0n44KIAUCJJHxQm/nXSAUYm1KQVGy5LSpE2144cJw/sJ5hlIJC4Fcd56ByNalKhZ68MCjt82Y0ysVRip42+5QCLSB8hIPXtzQPcXQisTAzluoFq2b+9s16U7bB34eSrZqt7EEQ4rmL8rImBDTfDoqgDzgIcznpEQQwvfQFXgKIQREAPiAQOCLEAiBopRADCSV+hABnioS49FHcf11N7373e+SAn19EAQlIYVWIIBzgQ+GQN2kUajwlaNuPvBDF536bSQSZYEEMAipWYcmgR0BspKkGRNjmosQo/M/ASgJJaEAgVb4mOh4FVBgAVGp17qK/WSRRhhcjl/87PqZMxd96tNvgEJiUIshFMIwBSwYgAWTROB7RbZ4x+7bGjPjkt/e9NCjkB4MULeWBYZHGoARSmZpvRkTZfqLcGIIQ/BELww4RXUlTj7h5isu/dd5P/+SF6CWIFegnp4hi6VEgyaNITxQBEngkmAhPey6B/b6rzc89Pj//fSHD9oGUoNQKQh09+RhRXPkzciYCNPcMLMWMJgwsBRpjC8f859HHll61Z/fxQHCbkgfEnWJsgIEcjBFsA9E8MI08iCBEIbwyEP4r/939sql+pcXHLrHXlASAuQDAsSahBdkMsyYEK+xkZBQGQQSPHY/3rr9z/7991X7f/Bdv/sNrrkCvz53uY6QmkIjKgjM57gfJoSVEEUAQsD3YS0aDWy4GAccvGPSKJ131or6COIEEhipDwIeZKbAjAnzGhMh0N0DCDyxJN508/nbvGnRnXev+t1lN53/q0v//verGnXkPFHMd4NRa4z2MzRR6oeAwMggdXVBAB87cNPNF7/+hmtv+9XPqzkFguwqlsqVBrIlYcbEee1NR4F63RZyigjLl6FvBjwfkFg+EM+dm5OoJ0m1GHYBAaxPKUuPLGkV+CxUI4afQ4Jhhb6ffxcnn3D53PnyD39678x14atoeIT7ewpSZGNhxsR4rY2EBqircCTiCnwzZx0gYBnAejx3bsCIBWQh7GIIwAANmTeQrMKgHlVHykO5EFHD+PBTjYM/g9dvEix7Sp/9Y80G1Rg9vYWsY1rGWvBaGwmJYQEiGFcchiEB5RqnCQAMCYjVuvQKAogBguRWQxlm3H0r3r7tJTP7Zl51067z1kOYQ5KgKwQTAZBSMrPWWimlVBbUlvGcvNZGQtnuVQgAIAEjQAIsAMmQDNFZwZedAgFXBwNagARDArV4aPOt8cmDPzg0XP7mCTd6EqmBF4AAKaVrbyiEUEq9xi5zGRPmtSZCACBIiVCiINEtUZIIJZQEhIBodxkck6HrdCgEZPvFUl4JiUM+hwXrqj/+4T9/vBRSNCPXmLktPKWUEIIoq4OY8Zy8tkTInY9YgiXYAzxACphmSXyRQGgI0x4DW0jAF5BCQMJ4CIzGuq/Dxz/5NlDxjB/cnESwBLKw1hpj2sJzOnwZ9zJjmvHaEuEYGIJat6Y6U8CV5U4B21Hat9VHrTlTrQnEVudCHxxg/4OKG79h3fvuWXLRhdARhIDneUopImrrMBNhxvPwWhNhq02hWDO8rJ2M23FMRHvw9FotnJpb8KQwBkKibxYOOfytkOY737p0+TPNzUspPc/rnJdmZDwXr0ERaiACzOpJ8CzBIbjg2suAQ3CrLmJ7DBSurFMIhFKhHlUBGMIHP4q37L7xY4/XzzsH9So6hZeJMOMFea25KIxzUQASUMKp8HkOgADDAFKQBABpAA323fMEpUkI6VmD/7sOn//M9Y89dscDDx05cw6XSgIC1rYKfI82Cl5jsH2pacX9AOjokyExJran+fNE8yXZPEKuYAe1U1IMmkfPA1TzIpVNtF80r7WRUAr4rVtrHBQdtzX+FK4+cLP7kgfkIQBogTSKB3ypPSBkbLUpDvrYFqF49HOHfyNUol4BLKxzRjaH3/bNAq2KiS/1BZA7v6j5Mxgu/7GpPAIIRNCEmJE0+701VVkFYhg0vaqIgRFgBKg387yy/sSTwWtOhK0ihc9Rjmn163qrYn77edfeENCUlHJ5BaqN1E2CWf3Y7W0zttxy9qMPP/zvf63IhWBG4KNejwHESdwqxUEdm32Zae+y66bYhAG0ghCaf42qS482VG3K2IyO6pkCJ4nXmgjXgg7BNM85CUhfhoBkiFw+CHOAwEab4NOHHqBt5eMH7q88CIGVqxpdXTlrbRjm0QzNafHyzOI6q/Q3+7e55opWgqTbAUBCCoTSvcod+dDt3W0+DoEikAdCQGUT0ckiE+EEaV7+FaCq9bo2Ogx9CCQaYR77fmi9OfO6H33qnm9888cMzJ7t+q5JMTr8dhT1eRYL7aRDQAKhO368+x93TlESgCIIgmII+KJ9mej8baOzgLBptUKYLQgnkUyE42HN2aMXJ6ar2B14HmDqkZEevBAqwBePOVQh/d73v/3gQ09CoFKJlFK1WtwsrzF6dr88M1LLSBhJs49isxaOcs2LBTrFiWbowuqTTG6th90tBOebb3NkOnzRZCJ8fp5NKgwwfD/n5qVJ2vAD+CGgoAl77b39brvvMFxe/t3vnQKguzsPRms66rXGQ8fL09bXjNae6phOAwxoCD06WW3LT7Rtoa0/R9eSY5eCmQIng9eai2KimFYfQt/VNWzSHM90ouuBHwj4zF6acBDIOIlqtcqGG25YrdbvuuvuTTZ+AxHlct7oB4GWbYNf+ordmlEHpEBp9Pc3BRYDprlS5aBZyLjTPowIqAESmDHa0RGrvYey6/iLJzuCz89zHp80NYAI/TwxMbSlhlCRkDqfl0Kaw4/4TJhTH/nIh4JQ5nJerZY0P7b6Fe+lvgK62lMKbS+L+072WlYiDcQQEWQyVl0aoNYUWo85DKNS1B323oy1JxsJnx/nW0NzJMTYmZhwXocxs0qClVCNOF4wf92R4frFF1+89//7QBDIJEEYAkCS6jD0ARPFjXyu8BKPhG2PiBvmOtdyJk6GcyEBmuBJFMAla6B8mepGquuFQk7Cs2yZ2ZO55lDJ7ckqwTkVEU77EtJTTTYSviAdPv3V7pvG+/aCyQJWQsZp5Pv+D3/4fSFx9NFH+75MU5YS7nIXBM5JIKV8GTJ9JditRZ1pxbRXcUQyF/Y2EgbyUawBCYFEp9VqOfD9UqEkkdNpzqYFIQRDj4lhEHA7+9L//tcEmQgnwrO0Ae1MQJSAJHAuKKZp+t/7f+yNb9xsyZIlx59wQhAI34cxnKbUnBKy8FTu5WjhxM2A87YOWYAFGJLhx40iY4bnz0spbyHDQq7UVWSQJopi4Unhe1KKQrVRYRALsHSfJQZxRwWCjBdDNh19fp4j5nP1gEzbiiYBQzlvmzb6//7xz3e96125XOGWW27ZaKONADTqaaEQALDESr0stsUxlsx2nQ4PADPSCEEAEkg0vAC+hDYNQRwGeZBMqjAWxb5W0xu0I9qpLW4x+nzGWpIdvudHdgxW1DL3t0NJ21FszvgRAIFAAKiRkSqTfNvb3rbffvtVq5WvfOVLWmsAYc53Fz0m4coQv8QQhIag5mSZ3b7EQLRiZZ0slEBcw7KnoFTTEBx4BSF8sISFTZD3AEK5Eo9VIFomn0yBk0B2BF8Q2WzE21r1tYwxLZpSdC17fZ0KsFQqDIKc1vrEE0/s7ev63aWX/e2GvwCklHCNnJwUX/qqFxaIgKTtBmRIQsJIZs4uGoO93/P7jTc86yP7/nFkCJAYaRgGAj9gi5+d9e+dt//fL37hX40qerp6WhtsV+B57vjbjAmSHcTxQx2D4Rpz+NZZ7vuiUkm6SsWBgSHfDzfYYL3PfObTAE4//XuPPPoQWvJzH3H13V7i3xwBuiMxAq6AwNIVI1Ign9ukVpl/1x3R/357sFpDoeARYAksIGXf4ACs7VEeao3OlAsQZHNem8VwTwaZCMeJHHsD8JzxIsViqDVmzuyPosgYOumbJ8+c2XPVVdc++OCDWifWjg5/Uk086GQ0L8m0QkD18wbf+IBsJk5KUKt249w5vQR4an5sent71jnn7IuWPo1UA4x6HQz09M6yNmzUpeejkIckSIaCVC5HkiEzBU4SmQjHSbs8qd9aAQLA6oZ7AUusPPgBrLX5fN7zgmeeWXbBry8C47BDjyiXq9ZqCPgBUk1ro0BtYAyshomA5o0RE1KCZQaPZgoy2GPuIYRGsvG0kTWDsoFvkSMgTsGmKFA49PDtalHtqMOv8S1gUSwh1qinNfZ9lc9ZAWMhLIQBSIIh3J+Zl36SyEQ4fl4oFxEA0LZ5tqs8LViwaOut3/Te9773ySefOvvss40xAEZGRoJQurdNACYoD8qDDKG6mLssug26LUoGOQNlO5atDMGkiBS7nlFQjBzQJzCT0QUgSeD7quCJxZvjowd84J9/f+zHp4MJ5Qq8EH6+VI+U4RwLl/Xk9saAubkwlBMfxjOejUyELyFObwBmzJhx7LHHdnV1feUrX1m2bFmSJL29ve4lORGElJXURoyEERlUI9QbqEWo1FGLUUtR1aga1AxqBtUU9RS6AVOHiWESaWLPRDA1mDpMiu4uJHYFqaWzFuDAT2zY3z3vrB//4fHHEAQghhQ91swEzyQBqSxUBL8C2YBIm9MCSeJZCkNmTJgs4Oilwvd9AM4zoZTafPPNP/axj51xxhn777//vvvuW6lUenp6hoaGQhfMNj4sQni9fm5eqBZo02eTGUzdLACAZB0yEqIBYSRLsBQUKhv6pigRw1tFMgHnmbrZ9kPW11nc2Ou9s6L6CPEgCWy8KT7zmb2/+c2zzj7zwW+csnGjjtRIzyv5gUo18p5hRAIMhICEilreUQnkskv5iyQT4SRDRNZapZSrhO/7PjMLIQqFwmGHHXbRRRfdfPPNN998cxiGSZK84NbWoOTnNg5y64dqoTGzbDwL3AuRB0AihoyESACSrMCeoFDZvGe6BRJ4KyAjUMicZ+qGv+Kzx26H98wK/GK+KFlSrkt+9ED84bKNzv3pP7d788Z7fgAkoEWdldHs5eATigoS5IMJqgJELQfpBC4iGc9KJsJJRkq5Wt17V/k3SZKvfe1rIyMjO+6441577bVixYrFixevXLlyQhXymYvWzgn8BZ6cRbbHmhkCBQgwwzLQ6somXWlVgiQIV8TYa9VQdZYbn3bYVVYq6CnNhPEFYt8rzFmAQw7b9ahDL/7GiTe/833bMiE1OqUoF3YBEgibg5/oHPeyMXASyEQ4+bg+MG5B6MZDZr7rrrsuv/xy3/fPOOOMLbbYQgiRJAkR5XK5iWxbCgPRMs2ys4ACYBCAlttAtIo3kYBtNrtpfcC9X0l4MBoCuagaSioIQATY5yP49z8+8IsL/3jez6B8hH4/sas212F0FQAXIQD4DE8gazj1YsmuZJOMWwQCzWL4zqCilDr22GOjKDrkkEO23HJLIYQQIpfLFQqFCRlmpIBQBBjIBLIhVF15dc9LhNSeB8+DUk3rqfIhAsgQIgcOwT7YBwfgEByCPRvjSc9DUjcCpbwPa0iTzXVh/0+oDdaZcfxXri2vRKm4rhT5NIXB2KqQ7APdQLG5RMx4cWRHcJJpTy+NMW3r6M9+9rNrr7129uzZxx13HDqsplprngggwEgYD2nIcQG2CCpaHSrpi1ZXKSFbubgKQmp2YWujrnwSiATKOcgkQiHn5dFTGULoyZyKSabb74YP7L9+VJe/vwiDg0GjqoIAqR0k1FglzSo5FrCSKXPWTw7ZdHSScRYXIUQQBABqtVoYhj/60Y88zzvmmGP6+/udnQZAHMcTnIt21ExkkIAEiKEJZJspx+6a2lwZAgSfmzUO20ggD0gBLxegWqsSKr3dMCm8wPjQqeTDj1zw59/Vb7n/oTzUonXEwBDmzvQlqoCE6obIOy8kRPM3ZM7CF0k2Ek4yURSFYeh5XhRFAEql0uGHH37nnXfutNNOBx98MAAhhLUWLYPNhHz1FlFDPROplWU06gKRaBbNjggxIXbhMwIxEDMii8TCEohBFtQKcRMGgsKhwaKwMPyMVEtzIQIJaXsUQg8DM2bipFM3CvDU/IUjq4YenjUTkakDENBADTKCAlzd0qy2xWSQjYSTTC6Xi6Ion8/n8/lVq1alaXrppZcCOPLII7u7u533wonQ87wHHnjgpz/96fg3blUUYRX7oY1net76fcUtlJgTRSHYY6khUgENYSR7YE+QD0ECiQQJCsC+ZAWwEBFk9b17b9+1KXLFlbmeJcMjiZIhBMrVuLtLpsAbt8L737fe76/8DWFbxa8vefMEKq1KHxbNtGAXs+pnZ9GLJEvqnXxqtVoQBG46esABB1x00UV77LHHFVdcAcDNRdM0DYIgjuObbrrp7W9/+wQ27dZ7QiGdB7VBqWsbJRbEUU4gx4IgrIABIMkD+4JCQApoCJKkAClYSmgh6vAGDzjo7aeeuqNgVOvo6UctsqWSAgChU+MLAlnEBpZQLCJJUCpANYs7AfAtyKImAYW8WH3GmzExMhFOPkQkpTTG3HrrrbvuuisR3XPPPS6zHsDw8HBfXx+ANE2XLFly9dVXj3/LLKAZUnWZtFfy3K7SRoL64gQSY+rgNB0VBBaAAKHDdeFcCh7e9CZsuAmCHFQAKRDHaT4M0gRBgEqFCiWZGkiFX53/2NxZi97xTt9XEB3l2KyARQ0gPxPhiyYT4eSzdOnS+fPn12q1nXba6f777z/66KNPPvnkarXa1dUFoP0AGNPdfpxwSsrz0hTECHMgRpLAU3DBa9K57BkQkAyrkCpYATBkK+9BARDwJGIDL7cqhBHoaraXIFkfQbG76ZM495ynv3TU9964xZuuuurDuUKzciIACFgFI7RA6iMU2XT0xZGJcJJxNs8kSX79618fccQR3d3dDz30UKFQcA200zTN5XJENDIy0mkpHS/tPFoBkHEOAyIphWxWveEOY6UwDJ2CLCSQbxtO2657bRo5bwgwiS7k/D6dpr5fdCXUEqshfGGx/ZvOWLU0+NznP/aFY0LpN8MA2KU0SQCJajaZy1h7MhGuPcYYInJrP7fMc77BXC43MDCw1VZbPf300+eff/5HP/pRZ4+ZnG/t/O8SnUWoVis/BRfh0ipLODpYdSiGRNOFGDS9HyxhEDVsvodjI4RU/7oBe7/jvP6+Wf/8z7tVHl09EAxh4UkkaZrLjc1yzlgrssO3lrjwa6fAJEnctczzvFwuV6/XzzzzzKVLl+6yyy4f/ehH4ziezC8eU/xzrABWb/MkAU81b20HfucGnM+w2KrX1HQ15ksKYAgDicVvxIf2/6+nVg185SsP5XOwQCUebhZMpZe6hv9rhWwkXEuMMS6SDEDb8aCUqlarRDRjxgxr7X333bd48eJarVYqlab6944PbkaHsuCUhFAgg7tuxr4fOC9JccHFB2y9M/IhFGBi5ELo1PhhtiB8sWSXsbXE8zwXocbMbqqptSairq4uN/886KCDNthggzRNp40C0Rwf09QaDU+BCNZi823wiUPemUb2f0/+p6sypw3D0wCUlylwEshEuPYYY1y4tlNjLpeTUl5//fVXXHHFggULvvGNb6A1X20Hi04DBKSE7wsAnoAhSB8f+8Tc+fP6b/3Xwzf9BSZCLWr4XlpPjZBZ+OgkkIlw7QnDUCklhNBaO5lVq9VDDjmkt7d33333nTdvXhiGtVqNmb1pNGII8nwFgSQhAPk8DGPeAnzu8+8zSXz8l67QNRTzRYaVSpFoukYyXgyZCNcSa60Qom2PcTL7+c9//vDDDy9YsOCUU04BMDIyMuEQ7akmTQ0ExbrmKSsAyTAmhsTHDsZbdt34tgee/MNFYAtCqDyR6GwcnAQyEa4lbiJarVYBuDXhE088cdpppwVB8M1vftMZbEqlkud5Ll9pan/t+JESAMVxzfcEALIohJ4UED4O/exbN565zTFH/n7VUliE9dR4fjYOTgKZCNcSN8S5omnWWmb+0Y9+9NRTT+2222677767M5Z6ntdoNIIgqNfrU/xzxwspTzJsT1cXwJLhSyh4CiYxZrd34m27b8WUO/qIf3AKL/As6gTTzmN2uAtTxvjJRLj2pGnKzGmaKqX+85//nHPOOYVC4dhjjy2VSm3PoUuYmE4G0qalRbZL1ihAwhZyeqSCY0/MFXvwrxuX/+G3ru1900MDIIoip8Z8Pj+NRv5XApkI15IkSYIgqFQqbjX4iU98olKpHHjggTvttBMArbV7PgzD6WQaBQFEIJegJFy3jJZXfsZM9C/A4Ue+a3BE/Oj0WyyhmjDDcxZgFzAEwPO8abXLU08mwrUkDMM4jnt6eqSUl1xyye23377OOuscf/zx1tokSdpDXxAEUsoJlVSbQhigZoy2J0aD4FwfQjk0XFV5fPjjeOOmmyx9pn7GDx4vhIW23JRS7VRJV3M1Y5xkIlx73Oxr1apVJ554Yk9Pz8EHHzx79mx3LgIgokqlwsztwJppAjXPCm4r0BX59Xu7i1Kh2IcvHLPZM8sf/fV5/6oNQwLWWjf0uSExY6JMo5PjlYULjgFwzjnn3Hvvveutt95Xv/rVRqOBVmC3lLK7u3u1GqTTAcmQHf19rcvbiKuJ78korRjg3ftgm+3Weepx8Z2ThwD4vp+maZqmAJRSzJxNRydEJsK1REpZLpeXL1/+3e9+t1AoHHXUUa7MtjGGmVcL2l7NfvgKRo7p8yJc9zUJiFw+sNbmg5L0GTl898w9JBZeeO6dd98JAIVCoX2tceVwpubnT0/k2LCjjo7Qz1bDh1e/J4YBqFV7tlVbltuv0hqbHbut5qu0+kuv+N53aZr29PR8+ctfrlQqLltCa+1cgq7AjBsN3JA4aXlMLwdKdGbpNzUp4QmlhIAs+ALAxhvj4x/dqVp+4JLf/qZcLgNwFlEX1z7189LmyUOrn3ujHYvbb1jzU6bZiXnMRmjse9b47HNIZjwINtzKbKGORtDNvjs8dqikVufo1n1CIAmPICQkQUoCAbJZDM8QWDbzsd1Q4DX/j1uZqSzcS+5/2oNLS23nraL9w9D5S8akrr4sGGNcXe12SgQR3XbbbW9729viOL777rvnzZvX29trjJlOEWrPBjf/Ax3tM0+mOg2CIE6TMAhdQe5lS7D33gf+5+7L/3D5+e985ztdRY8gCJjZ+UinaA8ILJvnjzCABTQggBDscWuHSEIKAqxwLpj2WScBUQMAKoFdlqVhWEABXru6uWtVDG7tY1M7wr3HwRhtTPD8tJbg7R0Yva0+EtGz3Lct2vxsr7a32NaPGDMBZnRePGh0f9qvjmXqRkgX+AKgWCymadpoNKSUX/jCF+r1+re//e25c+f29va6QLYp+HGTihhVIEY7Ews4UZGxAhBEnsCCRXTgQVtbGvrWt76VpqmUUmtdr9ddffEp24HVaZ/MThRrnu1rslrb42YfgHF811qemp0TD4ztCL3acXTDOo1tGy0l5JhnxGp9pYV7DxACoYDX3Ggrq1RAimYHXK9jpGt9/2iWqnQ+q5bnagpw13ghhO/7hULhF7/4xY033rhgwYKPf/zjrnBTHMfTato5MdpNpgC4oFkp5f7777948eIbb7zxJz/5CYBisVgsFlesWDGVx4HXPKVbTcndKSchBKTAaPB52xkzOgOXrT/H1i5oz846VTrmnMYaz78wcuxb3ZzQa4ZJjI5a7csJtd+HZv1lz1VhHv15sv1TpRPP6I6h49eLNXbGzTMhIajVUohGLebPArUmzy8troyvc/dprYUQAwMD3/zmNz3PO+mkk9wsFK1ivq9imLlThMaY/v7+0047DcAPfvCDFStWOHPUnDlzXkmGKNk6pQFQ+/ouVh/uALRnsAoQEBrSzWYBSAHRPGFb66Pn/pa1+InujB+tVqJa5VzXVCAkWIAECDACBAgB1VrmSQFAGFfoUjgPL0u4zbPb7aS5OBxdAVvACiTNXeP2HFW33kyj7199KWg7rwsvHW0vn6vUBOBHP/rRk08+udFGGx1wwAHtmep0Xw0+P+1INGf5lFI6yb3rXe/ab7/9lixZctJJJ+VyuZGREUyts360egd1nM8+WAAWIgLqEPXR/hzccTaKBLBAAHhACiStq7wCe82LvtAtx6nTTmsY4LEjqlhzZHzun8yctj7aLKA1ujPNZbo7y5maFxE302gWgR3zEQDC9XD1mr+785dJAlxbzHxzn5s7A7g4KZJgsHSHLxLQgAf44LC5k+jYLYHW1vyXx9HSNrrccccd73jHO4aHh6+44oo999zTvdpZ1fdl+DEvP24HmTlJEhe83i7n0Wg0Fi1apLV+4IEHNt5443Zh1Sn6oe2TxGms85TWHbqSgAIHgN+KlnWDhATnIQhoAAQoIAD5ACAMhIVrJY4Q7IZNRtu0g/bkbmInpGwtQ9dYU67+hBO2ammVmmaoNtQ5iI2dc7qDQm7IlgxiaEaDkYxeqNrvZxAkgRmakXLnSNj+aaJto1l7u/A4cRkSADzPcw7As846a2Bg4D3vec+ee+4Zx7Gr+ORGgGkVGTMx3GTbWtu+yriFX1dX18yZMz/1qU/5vv/Zz342iqK+vr4pzhrpNPiJDntecw3YPmfGGj64YyLDsqP5jmhtk1uxtZJ59Axk0FiLIY29vTCCudac0bLf/LKO0aZ1lks3kMn2fFhGAIGLzfe3CgRBuUZc+dFBUmiwct1DoMAwgCRoiRqgwL1i9MJhAM+yqxtdE6gDnkROcLFdc9bdWnsbARAvfS+EdmnDSqXy2GOPbb311r7vP/bYY8Vi0RlF3am5Nl2WphvO7QnA9dvQWvu+H0VRkiQbbbTRqlWrrrjiine/+91TeTEaG/IKyDFCkLo16kiwh07/hAREwpDNcU+iVQ/Sh/XAgNSQKUMS8u1tS0TN5RsBgJBuEFIdg+ELHwo5ZlnV4YZnoBX2IYkkgGrVkEESoTxMgKRWScs40mBQ6tZoAeAxCbBkAnOaJisgGjoBGExoxIIgY5tU0hGCJEIcAQSdEhDFSYMJlkHwnbtfkzYaOmkf2VHoZZmFonX5r9frYRgefvjhzHzcccctWLDAJRMqpdzg8KpXIDqG+nw+D8D3fWttPp8PguDb3/52EASHH364EKJWq6GVWEhEbrLw8sSysRidKDVpnzaMypAA5UFFcB7GAyRZd6LBpGCEtYjJRZkQmMP2HI01ANgkATwG0gRMrZER3CFz52lv+wrHdYp2evDGIASYrSUNyDjWIHQVPQmEHnq6JaASnQAw1llBYVOAYLUCwlo1BVxvcw7CPGBUgESjXCNilaTwRHc+WL+uc8wYGgELJLoBEYRhwViwRWS4aqKGjXzpex78oHkQIQxAomPgf6m9hq7VGQCl1IUXXnjHHXfMnDnzsMMOe4m/dtqglFq6dGmhUPjABz6w/vrrL1u27Otf/3qpVGo0Gi62Vmvteja+7D9tVAAsmjLrLno2bpojGgni2EglKhUCQ0kQQYogimABthgegjbewMCQiSE8AFBhPjEeEZQELJIElahqyGjTjsHpWI6NT4HomI6GzTgDtJ0hpE3MEL6X1ymUAASuvvIp6MK795qBAJqHA9mTpFBCKoG0jNvvRO/soU0273etSAQAQVEyopTyvG6GsNAM/5H7oROwwvyFCD0UClAK1tZ0FJRHgscewwaboH82BIYkSHBO6FJUR6kbkAShncmHBQgaIPnSl2G31g4NDc2aNWvmzJmDg4MXX3zxPvvs85J+4zSiPUGt1+u33nrrbrvt5nneo48+unDhQrRW1K5bo+d5L5PVlNseQGr9I4dXQABPPIIwwCabITEIi26caArnhr/X+uf4izcLASx/BoPLoHxstiWkIGElCGk0LH1P5LoeeRRPPISNXo8FrweQSEAglNY5IWtAAhSagsL4LKTMDeaYidm2bsTMHCdV5thyQsxkmFKuDPEWGx/6hvWOGVnBRKy5QqwTS8Rcq/L5Z5Q3WfTVD/3X8YNDTIbjlI1lYibmOI1iqmiuroieWF7mt+78y77Sdzbf/LQVAxwlHFseqC0zXCPDPzjtthk9x3/h6HuXDHKdR1IeIo7ZMKfMlplT5pr7tYbZsDWcEtsJdZxeC+I4ZuZjjjkGwPbbb8/ME21z/erGGJOmKREx84c//GEhxH777cfMIyMjLpzdlSBw1QZeDoiJ3LlnDaeGY82sNf/49AdmFL44v+ek887iuMENzatqOrasLT94D8/sOWCLLQ5dupLrlm+6hftLX9rjreetWMWVRp1TZs26OsJkK1U++ug/bvq673zv1KXlOo+k5XIyVIljY5ksMw8zL2eujQpqHEhAgteMbzB+IACjjYbzThAKOTz60OBjT1RyofOYWAujbUyA8rBwYXetkiPq7e4CMaREYmxiLBhWBywsIerKFUvdMOmGFG/x6P3FY798X7UOYnQVS6tGBmDhYQHs/EK4Xn8fJAoM33bYYVpejba9dM2wnsnHzaYefPDBc845B8APf/jDNE1f3S7BCeEcp77vCyGGh4dPPfXUQqHw29/+9oYbbujp6XEWVDcXffkOmmhFIAOAYWgX2bnkqaSr8MaR8pzTv3vVkqdBEoWiZ4DUIMwjl1tYLG3Q3YvEYrgM8PqBfH1vL/L5gjvRWAqwzIdI49LASiHQH+bg+0EhKOTDsPXddvUAknGsl5wCV/P1Ac25KRMRGAJIY4Awo2/92T2vFwJRBAkPYFbMgFQYWIVazfO9mZagNVggCJTnCRJQgfSQZ+Qj8skijXs9ue5Gr9vlvHP/dM9/YC2qMfp7FxBAnDemuzIsjUE1TW0z7AZGd+7hGGvXS+0k9H2fiD7/+c/XarW99977TW96U1a+oROttVIqSZJGo9HX17dw4cIPfvCDRHTccceh5dkvlUrW2pfLZDrGK8AgQsoAM7q616mM9Gy31YfufaB67rkNCyxZXlcSSiFNMDIiyxUv0ZAK+QIkFiXJLGZoa517wg9zTLAWOX+OwgzSIQgKAQGpiQHQaA50y7Y5PotFK8azM0kJAIhhCSYMmhJngk5ANm9tMY5hmqYh8qVvAUsodaFUnF8ozmFGvQFtYACN2HJMQhNCRimQPTCQotuQOOTTi7UJ//fkmxtlBLIEeMPD6O0r5sN+T+WkQCEoqpYj3vPRClIbk4jyMrjpmfnKK6+8+uqrPc+75JJL6vX6dMuUf2kpFouVSoWICoUCgEqlcuaZZy5evPgf//jH+eefv5o9xhW/eClx1srOZ9iFntUaWG+93th0b7llcb2F233rWz+57U7Mm1usxmAgX0AY9gf+LCUBgVWroJNuphkMsBQkYAmQslFntrC2mDR8Mu3pWGe+aIdvcNw2Qzlqj0HLEccApEAg4QnoehKRhFeA5yGOC9VGUXoI8jAo1eIiw2cCLLTBqooZGqlBodQHP3DxCMIXHCgiojiGZIAQej3WxDu+FR/Y521/v/6hX/wUCjAa3TOwYvCZRhy5/zhtQQgbkdQp2AIkQb3MMyyVDMFaGAND0AzjbgT3vLuxBVNzIt1huZrwCCaEOPLII3O53Ne+9rV6vV4sFrXWmQjbWGt933ceiyiKSqVSLpc74ogjPM879thjnQjdaImJh9cyYBmWYanjZp/7RpLZc6OC+5NQIsyyQL6Ahx5tSKjZ83DsCevNmjPzyMPOJo1CDgDqdVhrdUpRBAj09iE10pN91kCQ1Bq1Gpi8XFGQgLYFkmGhAAiUqxWJsJjvAkM2RwcfKDXd5uOjM6iHIDWEBgPsM+UZoUU9l2tYBSNhAZLzwsLrlw1AWwwNw5ewEZY+BZPCGDBmiwLIg5CJjxGlI0WhgKeglVjZlYskQaTgRAhUkMf/HLfp3FlvOOmE6x97ECxgBGSOhIy9gFghJcQNKCBNEadIDGKNKEacIDKINZIYSYzYoEGILCKLRCPR0ClM2rxPIhjdFqG2NhrvYrnF17/+9RUrVvT19X32s5/t6elx51yapu704lZEpfOpvvRX+qnEBS24xy6WnYiUUm4caDQa+XzexZR+5jOfefOb3zwwMPC1r30NLQ8hM0spJ3TwLaERI7FICJFGI0VikBjU4+b/dfNmWjeLhBCnSFKkGmmKWhVxBGtQqWH2gjAsjSTA//sQtt1x3Tv/JX/2XUAjSdDTD0IFbAp5aANtIAXlc1jxDEwCo6EtEo3YImHke2akrGsJBDCjq5tTKANKwQwLmdgQLiJAIIlXjgaXPjdeR/qsBVJAumg6QWDpA0TQjIhlngSIwzRV++z7RCX93azZJJK5aexbayUvagxu4aG3VMLAEPr7GoEgIfK6nPo9PqTwhAdYT0H4CAJIlUBi483wwf22PvOHNxz3lfvOv+gNmhHmu9JE5ENpNH5yxsW3/i32aENQKdUN6a1kyWT7GB7LiODDzAYI/jLIumQPrAR7gqQECZEUQhPFy+uNJ7VdoeSICqpK1SFYa29MgNIL8eijj1ar1QsuuMD3/aGhof7+fpe66l5dsmTJuuuuOzg4OGPGDHRc8l99tENnXdqklDKKIjcX7e7udtPRdqfUOI6/+93v7rDDDlddddX111/ved6CBQsGBgaKxeKEltOW+iE2yndtkPcLcQpKhfRyHsJEU6ACEpDscnmIBEsmSB2EVqcSeg5kyFw2qHf3hv2zCv/7vzsPDQ0Qql4O7ONTn9n1zv/Db85/ZPd3vm6jxXhmAJ4X5MI+E0OW4Hno6y9dfd09T36gFuuHiNDTEwZBbdVwtZHMqVY8y6anD2jaawQALwApCPhKBWkCSfD8NCx645mVeh0pUo7VJlpSQozGpoi0li6TKJXy3Qq6VknyuVxfb7By+YjnW9/LJzW/FCBAXxwjJ+EXQ5CF8BMtlZ9vJAgV/FzdC3TcAIBDj8Y/b/Gu/OPtV17yhr32Rb0qBM31LKqr8NiDyc03PZY2yqHqjZNqvlAhQbC9DEWqxkLC9DPckpUES8GQIAEDGUnRsDQQJU/X0keB5cAgMNI0pk7QwR+G4fz587fZZhsA/f39aNUUTZLk1FNPPfvss6+66qrFixc7G/2rOGjGzcDTNHWGUADFYvGOO+54+9vf/u53v/v8888HYK1tNBqu8sBWW201e/bsJ554YuHChY899thtt90GIAgCZ00dN3M8ha6SV8x1awOTAsJTCIilhGIBwWBBAswucYdC2G4yXYI1ZGTxDPzh/pm5GXML0u5sk4AthAAJ7LoHPvqpDb990s/P+uHhp3x7ho0hqIfSPh0hX4InEEXDBK+3N2gkniBRKPhCFHKe6O9fuAzJQGVAJ9ApfI+lP2CRCPRbllKwgJA+2KCVyfDCeEBnVuLYIANAQhHQzqmVIt5g0cIrrti4a9bGaYJQQrlgdI2Lf4kjPntbtVoMfTAhSZHLuxg9BSg/gDOigpGa4Sga9D1EMXrn4pDP7vT4A/qkr/1n1923CGR/b2mGEOjvx+GHfnS/90HXUQzhtYJPXYAQqWZiCjFkO1LXFcBwiV8SYQhiWB5gHoQagSgTqkQUeH3NKNnxccopp1x99dXf+MY3Tj/9dDcA5vP5NE3DMLz33nufeuqpT3ziEzfffLNSql6vT2Zb7FcYUkrneXcKrFarXV1dJ5988vDwsFLKzULz+Xyj0XCG0O9973srV65cvHjxqaee2t3d7Yogu6YA4/9Sa2fVqusXwnzggwhGQwBSjjYBb9IRmJbUIRi+B+XDCGiBMESxBLbo7eoVxJIQBiDgM59ddOXl655/7h/ftvMBO74Fnt8XRzYMAIbWkCp55247nPnLsKd/W5NCxwh9WEZM+PZJOPcnv08iF+JtgUgiIVSlKAJdDE/5EL4BWRNbL/fCS0Ov0xgzukujY0WAZoENABCyvGTpDTK3iwogLIIcrMVQGf29WLgBjHjIL6xPHhJCsRtg1MrMDeEXIDwIhcAHJ5BeIlVU6kIhj0aCvf4Lf7vyTWef9/uf/miL9TZApb5kZXkD6xU22QKbbg5oKBd8436CBQRYNX8kA6JjWHOPJQMCxkIKSDVTyZkuO5ERE0vBhQmJsLu7+09/+tOvfvWr//7v/95uu+2klK7YDICzzjrrmmuuueuuu6655pptttlmxowZznIz/o1PI5z8XARfHMeFQuHmm2/+85//PHfu3M9//vP1et0tj52NdOXKlSeddBKA8847b4sttgjD0JVgdYvqiXypIgnuNN2vbsYfm93W+aocTeVlgk3h+5aMDTwIi3qCGf04+qiPH3HwBb/4eW2TxSUlc5ANGSKKYQn1+qrYPN3Vu6EK4QXIFyEJhiAMyILSXFceno/UNDyvKJGvxCNhEEhbshZhruLBQBY9LwB7L2ih6cis57E+N3YJE6qdsCcEIOO5swtKQknkirFQgEL/DABYsQL5vA5CTlIEPghIEpRKolCCp5qpD2kKyxCCS125Rg0AwtCSwiGfLS3ecPYPvnvJPbehq6s4Z27O9wEkUiCxED5ijab7pTl5ToAKRE2IGqS7NSBjyARSk7QkOAzg+1CybRFVEkVP5JUM1ETYaqutvvjFL1ar1TPOOEMp1TbAxHHc3d193HHHpWl6xBFH9PX1Pf30069WBQJw60Aistbmcjml1Oc///lqtbrffvtttdVWxWKxVCrV63UXJXPwwQfXarVPfvKTixcvdrrt7u52CpzQwVcelISQMJa0ZQaEAgPajjrXmhM42cwQVD7YIytjK4cZTzGWkdSW4XlIo4rkOPShE/QWwIT3fxB7ve8tN/zfX3/1S9TKnh8wJKxFIUSp2CeZhEBiUhLQFoZhLKpVxNFgoDzJIIPA61I8A5jVlXu9J/ukgO/DUo6cB16O63LvsvuolfW3pu/bF676i3COc1MZTpWBYAQgso1AIRSwMTyBYtirY865rA4GGSR1WI16hCgCA74PYxDVKYltFEMAPkSa8iZvxEGf2S5O9JW/f7JcMUkkYZAkITN8BcXoyiEQKoAIgAAIOQyRD+AHCEOUQi6FXAg5FyAM4AdC+UIIhmCwlWQ8o31r8sx5Rn6irsVqtfr5z39+4cKFF1xwwe9//3tnHvQ8zw2GX/jCFxYsWPDII49873vfW7hwoSv+9yrGmUMB/OpXv/rnP/+56aabuhHPmVtcbtf9999/5ZVXzpgx4ytf+YqbfA4ODq5dqyanLyWQC2Q+FL4HJeH7yOfheR03BU/Bk/AkBOBLhJ4KpPQgfMgAKlRQBKbU8yNrtZIQ0Bbs5/DfBy5ad72eS379jNZzAAiBriKEQVztsnG37yHvi0BQIUAuQC6Hvj709LCUjTSB1RBWskF1CDZGeQDVCpihELDtTWKMya94bmSrikZ7r1croeFyriAAISCg814+9KAI1oqcCmyiJSHvI1Qga01iBKBjMEMQvv/9Wz7y0e996Uu/+t3FjwyvBAF+AKmYyczogwQGKyuKgaml6X8f2LPjDps/ufyRYghwpBOUwmYFTAmkadPpxxZsAQsmBhOI2YANoMEGMM03uMgGAFJCKXgemiu1iedclEql+fPnH3vssQC+8IUvuIKiUkrf96vVKhFddNFFzHz88cePjIz09PRM+AumD+1ChitXrjz66KNzudxRRx3lBn9ntnFTzX333VdK+clPfnLdddcNgqBarc6YMaOrq6tSqUx8wUzGRMyxgpEgBQKTsxMKApgEGXAqOAEigToQmbQuYBVIQQmEjECQFIS4gVI+H3pJo74q5yMxSTEQcYJd347/2m/7peUlJVViqiYJpECljJzvCbYCSHRdQjIRoJWAUKhUH47SZ3IhcgGYkNQxuAJf/dI1Rxx+/onHX/2P65kSSEIYeO0SU8+PJBC1UoPbew4BnYIZOuVmOVCBKAGhTmRNAmGRE3mQFwpfEHQDSiJuDHcVS1EdYYC4gR23P+rWW+/c6/27rbvB+iedeOnp//uAZCQJPC8q5BRpCGB2d7dENQyrxRKOO3GzUm5FQ9+fL5WFaF4F/SAVwnheLBQJCXeDgBBSCAjhiVYpyOZEVTQLvCmPIAyEhkjE6E2vFtb0gjgn2EEHHbTlllsuX77829/+dts3WCgUKpXKTjvt9P73v7/RaHz1q1+NosjNV50NsP34VVCRul1hIIqib3zjG3Ecb7nllh/72Mecv1RK6VrEXXDBBQ888MA666zzrW99y5lwXEITgO7u7ol/LfkePGEBLZAAiRKJlIlAImXzsRKpFFpBS2gFHQYujVcKhAq9HvdJgrQohhgZHpYiyeeUIEhTEs7S42P/A3NbLp5JWK78kXwBBPTNgOFHhVohAV+GgsFGAiQESYlZc3WhEK0aiiAhBO68DXvscWRdP73X3rsEctH++57412th7ETimg03DKfUzJ2wzClzysQuT4GJibmepLWIa2X++P6//fiH/1ZexbVhjmqt9xjmmG/+O79njwu/8uUbo5Rj4iee0d//zk2VAY6Iawl//Su83ryflescG/7y5596+/aXP/kENwzXuJzwQJ1XJcwjq/jk4wc//IG/nn/e8NJVHDHX0ypxg7nG3GBO27+ODTNZ5pjJcsqctJ7XzMYlglhm3Xo27Xh5LbMfKpXKddddB2DOnDkrV64kosHBQffSyMjIU089BcD3/VtuucU96brYu1eZ2WUYTGvau9Be+t54443tbBJndxkZGZk7d26hUDj77LMn6Wstc9xM9Bm9pa0HDW6eHjXmaset0c67aZ4zETeG+OJfrDjwg5dc/puy0c3TtpFyJeE45d/9ij/yvvsP+sSlkeWI+f/+vewjH/jr/xxxnzEcpxG7s4lSrcsN4u+cftVeb7/gz79jTnhgOd9/O//sp/fFxA8t4XqZ9/l/d+z3/j/omNlwvTYynuAQaK5pTg1z6yBr5pjZkubaCBvNxJySdckgjz7KjzzGiWEitiZlStlU0vqTbKpkWGuODcfMq+qDmtM4YmM4Yn7sGf7DhbzOzIuWr+RlA6zrrGscVdlYjkzDcFVzIyHWmlcs5aef5jjlhJxiEnIH2jaYNJuWjkwr5Yosk2YaKzbSTK00qnZ+lun41ARp5+C4sk4HHnig+zOO4/ap+dWvfhXAzjvvnKapS32q1WrM7Ew4E/7KVx5uJGTmXXbZJZ/P77fffu19r1arzBzH8dFHHw1gm222mcwvponcWLcEGTPb5glgRi/I5UEmw5bToerjxMOGq5rTyHIccVTjWHPNcI1X1Xg4SnnFCjbMqUmiGid1ZtLMdc1pwlwdZlNljphTJuK6TiJOa8zVKh/6yafe+87fNWpOUI3xXPehuao5bg173BJhypbTRvMpYm2YjWFtOGZOmC0bpoQpZiqzfYT5qXo04Ha2blnzoOFBshwlXNFc0/y5Q0a23vgPccyJ5UaNG+XmgGYNM2tiXW/ERGwsJ7apQMNMnDavdqbOpEePqV3toJeZy8zV1pgZN99MHfIzo2P7hOhU1L333tvf35/L5a6//vox5wnR0NDQvHnzXPY9Mxtj2tJ12XSvArTWV155JYC+vr5Vq1YxszHGGOOq7Nx11109PT0zZ87805/+NJnfasd3o/YVNmauNUdCWv09LsmQuEo8YHlZQstTbjRSayxry9pw3XDCAwkv12xN882tS7/lRr08XF+RMpFhTphjTupciwYSHqjycIX56WW8x25/+synrk8SXrGiamx9XCNhwuWEY81sqC3CBnPcmeCbmGrKydCI0cwRpyvrywzHOo1ZMxvNvJJ5KXO1XB2KUneqDxKXoypTyvWEb/w3b7XFT845M1q5ijVxtZYwcxoxG7YN5oSZLVNCZIhtZJNqUq/FkbYpNScejdatPRvRxJbYUjPNt9pSYEuEo5PP1v/A6MVywrhCRu6xC4bcZZddXHdobqnUWnvmmWd6nrf++uvX6/X26OccaC9fPutLydDQ0A477CCE+PrXv+4GRrdfSZIMDw9/9KMfBfCxj32MW8dkcpjQSEjMzbnj2P904iTlkXI9TpN6VEs5MRwnPGI5SpPmG8tlPTjI2rJmW0kHy/VaNUqHR2pETb0151gcR7ZqUjaRm6NyQlHCjTJHI8Q/PSfpm/Glp1dwbHj8SxAkPOxEqJu/1o0tjages+E0oTSNNVWJG7o5StYirhhOrabmaa8TioaZU3fEhkaGlw/ezxxznU2Zn36Ct9761EM+dXm9wZrYsGWupvEqNtptztSYrZv6p6kpEw8bLjevQMxkLBvN5OYTzQUAcWpYG7aGLXFKHeIcIzxurwzjDhlPOBN/6dKl3Brc3LIHwG9+8xtmtta6WZk7HbfeemsAX/va17hjAHzVpOH/4Ac/ALDRRhsx87Jlyzpfuvbaa92C+d577+WOuetk8EKD4GoiHDNL0q2zwrZet8S2HtvhaqMal8mZP4iNqTFrsmws1yLqnDZZ4qg9d7NMHBPHbLlRpcpIlZsmER5q8E138Pobn3D+b2p15pGEGgnXa2Y8e/isIqy28/N1yszWcJm4mnKi2UYc17lu2maSCnPUHKKiqvuVlnmYiXmYH7iRt9r4Vx/9yI21iGuaDQ+W4/vj9BnmClOrbkXCrBOmlC0bHaW0LOVVqeY0YhuvNo3UzA3ihmGtO5aHpv1fQEzPemkk3bG+n9j54YYyNx11f5577rm+78+aNcvJz4nNmUCvu+66mTNn9vT03H333Y1Go9FoMPPw8PCEvvGVyVNPPdXb2xsEwdVXX902StXr9ZUrVzLz1ltvHQTBiSee2HlJmgye1cDWaWZrX3OZmTsNiswxc7W9TiHW2qbDtaF6EptmeRQdm0GmYeZho5dF8fKBwWXakFsWDQ5yPWLisuVlbpGpddXoBnNarZZJN+utxI1Ep1yv8S/O4QXzv//dM555psJ15qXlFYa4XhvX5MutCVMzZjpaY26kccLEtVqD2RquaS6ntmFYR5zUuZG6s1lzPMAcM9ebh6U6wmzZWo4rfOEZy9YvfeP73+B4mJOENfOq4ceYVzYaK5ljNg1qVJuHLI2YdGv2WyauMrFNR3WWNNrHOSaO3VpydRFSS4Sd64TRKUraGi0nJsK2ndMl8rhr/DbbbCOEOPHEE51Em78sjpl53333BfChD32ImdvzUmc8nCI6x40XfGdryc2WODatGQcxH3PMlwXkHm/fvV5tuGNba1SJNbN1I+Qb3vAGdz2a1IvO+EVomZ9LhGXmmqGE2NqWDdKt9xI9xDzIPMA86N7mJi6Netu6NzzcuJd5gHnY2V2JNTEzcbUSxXGDLA+u4qM+e+sm6176h4u50uCBmOvMMfPSlVUzvhWQINbtQBnX5qXlSesMAG9WDu8sNdjyggiXGWRSeH6rCCPh4t88+M3jzxwexKJFb1AhGvHDs+eLr3/jc1u/eb7no9V5o10Gv6MIfzP/ylvdsd5RP4vXiHppvvjsHxn9oNuL1b0044CZ28Ei5XJ52bJlixcvnjFjxj//+c/Xv/71Ls3HxTQ/+eST22233YoVK/7617++5S1vcfXFkiQJR8uQvJxQqypPZ3zXc72TQB6VIQtIZZX8BuATgtRiyWNLd9hqu6Ref/zBexet93oXbxKL4ULoDw5U37j51itWrLjsssv23nvvRqPh+/6kVlV7QRfr2D0aU/yXOv52+04MKbhVDbBZq4HGnIfoTHPXrV7F0sUmW4Agmw3kGMuX4ac/uv7sM6/M+RssXLiOpmUaT5f6Rq697vuVStzXnRuXu35tL1HtCV7LicfMlk3MSZU54miQb/wz338z33kDP3wr3/F3/vufdFJmTtimo3PL1hRRNy9jrzx3WntF117nGGOGhoaOOOIIAHvvvTe3Vobtd37qU5/yPG+XXXZxA6C11o2lU0Gnny1tjRvMvNqhbg04tlnOjjlOeLDGg08lg2XLu73rUGDG1776LV2JWDNHzIY124QbRx79OQB77rknvxqXwatBbOumVuNG1UQVQwlxbPipJXzDdfyfm/mW/+Nb/sH/+Btfd10tJh6o1zTH46kGuNYitGsYPDRZtprrZSa3RBxmbnA8yFxjrvNYBXLL0NLhV31FirB9Yq2mpSVLliilCoXCpZde2n7StWtvNBrrrLMOgF/84hduOjqlImy7tseKcPW3tSxYtmFrw5aShO3SeKDMfOGFvPsuv9l04w9Xhphbq3RnjbjiL/8o9vR7nvePf/yDma21URTxq8UavCbEVnOccENzLeaorqOGZW050awjroywbnCSsNacMEfU0FyjcfgJJz4343bek2r2EHa1bkxqbCIVCiWQADz4eSQWKoRt/cmtoLM4qbVbXLTmohP+IS8P7XBHInI+MffnokWLTjjhBGPMySef7LrBuBVjkiT5fP473/kOgOOPP75er1er1SlNMhRjjvOzTEc7p20GdohVXYoAkN3hDF3H175y6eMPpUce9ZVSDyyaqWSWQAa/PPfv9bL54he/uPPOO1erVZfnBeDV2poKzcmrYViFOPRiKSuaYkNILPwQwoMlCAmdWl9A07jqjq9twaKmDr2WFKXv+b4vm60VlYaCCuHl4OUhQ7CC8MASQhFgmNsKXKPg4iuMdk0nIYTnea5KirvkH3fccXPnzr311lsvvvhiZpZSep6Xy+VWrVq1zz777L777kuWLPnJT37S1dU1dbGjbfmJ8R5nP6/8PIB6BSLGd762qlYRKuT/2nczKyEDWAlXtef6P+Ohu/zFm+zo+nO43QzD0DWieFUiID2EpKVOU8BKRB7qOa8eBrVCkfwcIOAHsAa5QElIxd64AkjXYkheY95oW3aqWJsacyM1w4keYq7WGiuStBYntTipMaeNqLyGdeslr5/94mkbRdu0g9F+/vOfA9hkk02eeeaZ9qtuBnvTTTcFQSClfOyxx6Y6dvR5DrIda4FsMFeNqRBxpcL/+TdvvOgvi2af/7frODacMI9E1jmulw/yW3e8Zmb3ty/41a3cYf6dVA/hKxLbdCIQl4mXJfy45iXEA4bKxHpkuEbcDPbsCBt4ASY+CnW2HGwiAS9NCVDWWoB85fkegLSY9wLfhgGHAYDUDSqp1q157Jr9gF+J2QYun7XzGSllGIZLly498MADd9999wceeODcc8+N47izgMoOO+yw3377CSEOO+ywqWiH0sn4/5e9RmS1yREjlDj/pxhYKhesV3/zLkgMCIhMjQCrcdEvoxtuum2Lzd+07z7bMHNXV5dLN1m5cuVLtxtTD6NWBaUAeQIlpoJCl4eSQKhEKOD1dBcFQQkIRlSzxoyrOLVgnuhqrN1g8VlcAnFSy4U+YMq1oe5SSUAQSMJrxHEh18VQAlJr9n2/w5SMjmXJ85vRpxhmdrXG3BrPded76KGHNt54YyHEww8/vOGGG7onXTGVlStXbrHFFoODg9dee+3uu+8+1T//WaHOB80cTYS6jvtux/972+3wanc8vYvs4nwoRKsJ5dJH8a7dfrNi+eDvLjtsl7ciXwRa1R8nWll0msGt9FsBYwCZeL4ECCzShD0vlBJpAiFafcTG1zJ7oqc7tVxPpvkdY39iLigBIZDvKc0VKAChRB7wC7k+wBcIwJ7v+aPqHS3La1utJl65uGWhU6BziGmtN9poI5dXceSRRxKRa9lXKBSSJJk/f/6RRx4J4KijjgIQRRFaqYYYbf/40vMcl9kkSdwlj3nUjaZRH65ZCXz9+HtqduUnP7NLTx+KoUkTMEMAAyvxk9O5PBjuuffmb90dQb65NSHEq1yBjpauPB+eCsE+KAQHQRBKATCCAH4wXvk1mfCMeLXQk9UyhuxqK0a7um9qzYgW5o640HGlfrxCeOqpp9yDxx57rLe3t7u7+5JLLnFrRWepZ+YkSTbddFMAJ5xwQvuDQ0ND7sHUuS7GpDjGcZokOk2NYRtxo0585um8TteVm83/S3UlD1Qo5nKdeWWNK4bvuod7gsvmlH5/8y0cW56yHZgq2uGpned8O7hyNO1BtzxDk+8ntGOdTh0/61mzS9YMrl3tDc1tTj8Ruig2buntu9/9LoDNN9/cRZm6JwcGBpj58ssvB7BgwYInn3zSfTaOY2fAmAqDTfPot1157Whba1gzL6txJeVNFv25G7+58GzWDTZsR+xTETcGE640eOftb5hZ+sNRh9WjhJNXomf3JaUz+EE/x6DiolDKrWC3F05kW4vVV+dH2kU/n23wXa0rzfPFlHVWzHqFLghXw/nE6vW6K/h7wAEHbLzxxnffffd5551XrVbdk65A9V577fWe97znmWeeOfXUU91nfd93ZTxf3vnbGLtXa1Idj1bbI5BBIYdTTllRrdrNN1t3n48AHqJ4oCjzAjYMcOF5uP/uwf5+Ov7EghQwL9eE+hWDa8Srm0snQaN2SgEI18Q2ab1h3IbGiV8J7LPHzjrWHPeeL/Wrc7P6eUM6Xom44Kz2zPOCCy4IgmCdddZ55JFHVrPU//vf/y4UCoVC4fbbb+dWKjq/fCPhav9rowe5Wonc/1S1TCblJOV7H+HZCy6e2XPhpRcypczcqMfPENdqZIeqvNmG16w/669nfC9JYqaU4/prbSjUzDVqRnKnzJbYtu5TV4qFuMpcpVbg+HhmdhMddmTLR++8C86gYluXBz16bQDGXiSe7TZmsx7gj3VavKJxxfABMLOr5/fhD3/4He94h3PQSynL5bJb8llrt9122wMPPLDRaBx77LFpmpZKJZf69LKMhNRhfG5PTojIAHBh5UQQEEoChG+csGzlM/W3vn3zPfdGbNCIBwphn06KvpZn/2jVkicG583vPuiQoFaHMZiaoPSpRDJCIMfIAz47sxYAWIYByJUcY/hAnlFiFMdVCX/C1wLqXMvpVjWBzho7nWGKL5iKMtZmM60uq8YYt+pj5iiKrLX/+te/+vr6ANx2223ueefFTpLk0Ucf3W677QCce+65zGytfVnKXqx5/Jv/O0kSMbNOmS3rpFmI5Y9X1MPiL/rnXn3fIxwZHqkMMpdNg22VH7+D+8RFmyz429+u4VUD7j+qQenQdFnDTw7ERGzat1GLjDYcG24Yjo2rBUPcbKA9jlP6xQw7suNBe+zrvO52BiXS2BvWpgboK4lGo6GU6u7urtfrAMIwlFJut912BxxwAICjjjrK1cNtF/zbYIMNPvjBDwZBcNJJJw0PD7vKpWsXzsYguJLNq9+7VzvvJUMyVKsuZHuhYoNAAaS1ttxs+bpiGc4643cBmS994Z2zZgISfh6MUPogwmmngHnWdjusv/2O6O1DHI8AifDEdP9/nDDcPKxoDYISAKSEBDwJBXijr47z2Ly4K8Oai401C0w8/+3VRqVS6evrKxQK559/vsusd+tDZzXdYIMNAHznO99p52Q867LweVKBnBWTWD/bvaVmeSJu33ekPmtqrlWqzFXDQ8y1gaFBwzxcrWnDP/9RfV7+tG3W/XWynNOGy1iqV4giw3//K89R17y+98aH7mSTMjEneoRZv1pTlp4Pl/veed8c7drrw9Yz457ZvUgRZqxOrVa7+OKLAWy++ebckZjvuOyyy3zfD8OwbZtpo7VO0/SFYi8tsTacPsdNt0rvjM6UtKsf0pSlbtXjqVkeZq61hTo0yJutf/b88Izf/5i5zKzZsB429RrzMwO847aXhfjVGd/kaJiNZuYGcTnR6WvOSfjSMD2sINOIYrH4tre9bccdd7z77rv/53/+x0XYuASoZcuWve997/vwhz+cJMnBBx/c0egcaPW3GMcElSXoOW4sm68ad3Pzz2ZOOAHkCQpBIZAHfEsKjIGVHNex4hkYk+60yxv23h8IkWowvJwqwOKay/HgPbUtNp59wEEIAwgGIQIiRvoam4m+VKxF7GjG8+G6891yyy3bb799Pp+/5557Fi5c6Pt+u2vao48+us0228RxfNVVV+22225uOtqZcMitHoDPAXGrC9g47olgAR8sJbXayAlAQtua53lpGniehAUbVMuARd9MgK1VQksJheXP4C3bXKwb/vdOf/8++yGOUepFLV1SyHsCfbFWef9Vmzr4spGNhJOMUipN02233fZ973tfo9E44YQTXI/7fD4PIEmSDTfc8JBDDtFan3zyyWg5/dsDIDO7WrrP+QUsBUvQ+O7hSRiJSLreqaOuI/I9CDRIDEDScBmRRrEfdYs4aSCXKh9kQRoX/PLhp1c89eY3b/pfH4IW8EIAyIXdzvIe+Nn5MxlM7Wz4VYlz3999992FQiEMw2uuucY978qQaa0bjca6664L4Be/+EX7Uy5z/4W3Ph5r15gycw1quo5shznMWhpppE9FeonhmiZOiJ2fgrnBpkrMCfG9D3MQHrjd1ldcexXHKSeGyXC9yswpc7UWDZlpFVzxiiW7kk0ylUoll8ulabrpppt+8YtfDMPwwAMPBDA8PNzb2+u6izHzt771rVwud8wxx6xYscKNe0KMZ2lAkARpIOnZbgZSQ2qIBCKBiAAN+AIhoIEapG4OhiylyOX93pxXNEwQsIzB6sOMFYAEl+LYgjG4EnPnzX7bu2a+eWdoCyUhBKxJQD5QIvva80+8NGRrwsnHxXYHQTAyMrLhhhvGcXzGGWd8/OMfHxoa6u/vB+DWgTvssMNdd9315z//eZNNNnFVvdM0ddVZXEfbZ9t2ZwlDR+fqkTvcsM5D64NDCAB1wAIh2KVTw2gWUkgJYlhGSvCDVRZVW+vtKvRbAWuRNACJZUNYZx14DDbwJAnlbD1gCYJR0yfc9xVLJsLJJ45jF8AN4KKLLvrQhz40b968hx56qFQquQKkrkLpP//5z66urs0222wi224LrFWmFQDABDGqys4YCeUEA0kAuQqxAMBIE/gSf74K9969fN6iuf/1EUS+LsiRAL2Cfcu47z5cfkm87Y65Hd4BDw2fC4oAlQAGXATAAuQ6yGa8SKZ0MvwqpB3P7RILly9fvs8++wD44he/2Pm8C2er1+t6ghAZazUZO1rw34VHGSbLbF0NciIyTIbIkGWyrfLk7lVKiIgsDy7jffe4oxu/nN/1y+v/wkMJ1zmNqWIsxwmf+7Pl686+8DOffOLpQYq5bJxLkWvMg64yafOJjBdNNpGYZNrVaJzBc86cOYceeqjneeecc87dd989ODgYhqExxoWzFQoFb2JIIVhIFopcrDy3o+FlR2S8FBAKQkAQZAWy1vEegmhAVAdGqt3dKA/P6Qt3qVbnfO6zV5AFwVeCISOh4MlZK1faqNLd3y2A7o7VnwUqQGVKDu+rkkyEk0y75GYYhu46t+222x500EHDw8OnnXaacxU620yj0ZhwbTJYgrHQBGOgDWnDYAESIIZFc4FHDAsmsIW1YAtYhiUwwUIaCAvb11+0EnNmzSsnuV133ePe+x4968ermKCRq8UJA109shDMLAR9ghBH7TYJ7oRJgVakQbaaedFkIpx8XC0Z5wDUWhcKhWOOOaarq+u888675ZZbAJTLZSFEoVCYaFFgBjMMkDKMAAkJCNtMUpKAaN0LAIIhgADoAkou7Li1/O8hlCzsUBnVBqoY2OuDWG/jGT/+yaX33AXJgZS9xIgilNPh4eE6CH47HYc9IAS8UYPQa6CszEtNJsLJx0nLOR6CIGDm9ddf/4QTTgBw8MEHx3FcKBQAMHOSJGJCINC2ZNHLKBHy1vppokwKa2BTGN261zAGVkujJSWSYlACSmE1jHuD9ct16ulDTOm6M3u33hn77r/H0qfp1JPu5xShhAC0tUXllbp8CARey9dPCpQHSkCzwFM2EL54MhFOPkEQaK3bgaDOoPKpT31qyy23fOihh1x7w3q9LoRoT1nHiwVFQAKKwBEQwzMQCRABMUT8bPcREAO6mX0tNWQCmQI2ZAZUumTgtuVlfOFLc9+4+R5XXfbUb85DWgcY2o4UuzlfSoRCtVEe7U9EPkwRlH8lloidnowj7Tdj4iRJ4tIFhRBBEFhru7q6jj322P322+/II4888sgjfd+vVqvFYtHNXccJ04x8uEOgFuZyJSUDsj5ZKUUoRaC1bU0NXXq3AQD2QAWAoGqQdQgNABSyqh113Ps/ccCOgReus2AeERg47rjXfWL/x874wY3bbb/TOptA+EGSJNV6jUVXV7HAICFkMyyVAYKUAIzITqEXTTYSvhy4gOx6vd7d3R3HsdbaVcSgCcIguwauTc1zGHI0iQaJmFiRLZDtIltwBpvhoXoxB4/9gWeqBYG8wu57Ys/3Fe5+4LGf/gyGkMt1VRtBoTCvXIaFbyEtqGmDZaBlnX1lFk2fXmSXsUnGBbu4paBSSgjhqqpZa7/zne8MDw//5Cc/+fSnP+3eHEWRK1QzTpj8NIH04AkwIAjEkAwG2IIF2u0v249XV4lb2ikkBhBgQiEMQ4nqCHr78c1v73zT/w1eeOGf3/fhd65aiZk9rxtY2ejqKsTW5pWSEBZQsqNajasanNlmXhzZSDjJKKW01k6E7XBQKeUpp5xy9913b7311p/+9KddEe5Go+F5nj8hQqgCywJkHiIPCmA8WB8UQuSB/Br3OXAewt0KEAWIPEQOwkexC0kKz68QjZRK6O9HqnnOAhx6xJ6JXvqdk+/tz2OgbObOLUAiVKZVjMvtZOshZxfxSSA7iJOPtdZVFgWQpmkYho8//vhpp50G4Ic//GGtViuVSsYYZyOdIDrwEoYR8CSU8j3lSwn1HPmExJCtnCgD6FbQaQjIREMK5PNc1isqIxAMKQyx//GDgquvWvjXP/9jXvemRcyolSEBg1qAEK5uigBQAwRQbH5ZxosjE+EkY60NgqCdqhuGodb69NNPHxoa+shHPvKmN72p7UVM09TNVyewdcFCeGi2/ZFgASgpQABpkIBkkIAESBgJIgGGJGmABhABBvCAIriQ8wOE8JU3r2tezkfSgJfzlQBKOOTQPR66d/DqK/8dqLlWE4Qk13qkCQFpcxaaOSgmg0yEk4wTIYAoilwi74033vjjH/9YCHHssccSUU9PTxzHnue13zkRPIDcuk9ACiFd6QoJKK81Bro1ITw3ElLzMTMgoBlSwGcRCEa9jhVLH0+TYdYQhFChFoMk3v1e3PTXnX7w46tCvF7KfsFdORSbFfXcWrRdHnZCbU8ynoNMhJNM29DiXPZLly79wQ9+YIw57rjjFi9ejJY4XVfter0+wUmpcA3ImASkFMBovzL32D1kCEFw+iQQIEWeZF6CnGfBqVMK9PVxENbqNfY9IRm+bMbcHHzooquuiOb0dit/GNwVa1nwTUefghJAkO1nMl4UWSrT5FOtVguFggtbu+SSS/bZZ5911lnn3nvvZWYXt+3qzbi0pgluu5XKxGI0i4hBBNkOgOtMZWIfFoyxVc9dyWgLRbj6Mtx///JDPjfXK8APwQKGEcfIBbjp7/ovf3zmne9c7w1vQm8/BAzAEkpAtnpLOve9n13KXySZCCcfV40zCIJyubzhhhtGUfSjH/3I5de/aNYqqXfN/2HXvYQkXAfhAFAEaEaom04OA3jQkBbwISQgIKEFFLglQuk6n+QyEb5IsrnEJFMul33fd+aW008/3RjT29s7SQp0qLG3zm5WouVIcPcKIIgIUo8WSUdLgYggNQKnQKApRyh2Gx2UWKZ8iABCQLI7UfyxJ4zMcnonhWwknHzcqu/ee+/dbrvtjDFXXHHFHnvsMWlbH0+AyqjeNFAByLVPBvyWU0EDLlyuAHjNvsvsgcHN4hXPAIl0GRjIC1pzy+2fkl3HXyzZEZx8nEnm+OOPr9fr++677x577DGZnbE7Kxc+1/1oPwr3lGtBYQBqqUi0RlHXTks6BYLdC0YhUPAEEoGaQDJmzitcYOrqJTYy1ppsJJxkXND2rbfe6or/3n333QsWLJi4K+L5vmH8xX8BCyQAtcwnPtCSaFNXBMjRvmnN7HvTaneXAgDy4HzzgxKAYVhAunFVAGMkmjFxsiX1JCOlHBwc/MIXvsDMhx566Prrr4+OMmovmnYCPbB6Aya02gSJjmeEQMl9cPReyNE+he36UKNjKYEBCoGwmYUPCUGtexoVcXb1niSykXCSiaLoqquu+uAHP7jFFlvcddddruGE7/uTtHliuMSjZ8UpaYzvTlLrFYHWqOgGMedtN00jKgBoF3sDyjcjZNqlayQBroqpByh24yq3vjIbCV8c2Zz+BWglDLTWVO2nmu3LEyABDAPMYAZZ/1OfPKxU7P2fL34lihInP+a28+BFJv40raAS4tnuXZe8Zqmp5/WjdzRUbu6aGVM5ZrWQNJYdf3dEcmcRM5NBNh19Prg98xNaQgvkQE0vGXMivIiRJsaGXj/B0xq+xDe+fvrQcLTrLrt88AP7WWoOg/V6tVjMd2xYNreOCZ/EAlJ2DlFj7uVqz6yxfX+sjxFjpdqKHBAt9wc6p6m59qrx2bacsfZk09Hng9tmEEQSViAH8uBS2D3NqMa6lvPzGlJiBqW4/d/YeZfXA5Ubbrhup503hUCjkUpFuZzX2p4YPe/XSoQZrz6ykfCFEAAg4Ql4zfQ5N3KwH0dBvjCPkUjUGwnnUnHu2f/e5o1vfed7Nttpp03jGLk88vlASBgbeyo71BnPTrYmfD4ESCKRSAQE2B8duwRII58rMfzYSEI+DMTf/oo/Xf6fnu7Zn/jEJ6xFLgdmJIkBwJSNdxnPSSbC58cKJMKFdHGHMw2IIjCjUtO+V2B010Zw2in3VMve9jvsut563XHS2oAgl+Pr/sgOeMaaZOfE+GgvnFuGikIRBBRLfiMGa5z/s+o//nXrm3fY/IQT3wGgWMTISCIEcrnAFbPIyHguMhE+PwoIAb9V5W/UjkICg8MgQKd4/F787Ix/zZ1X/MSn32SBegMAurpDAMyT6CTMeHWSifB5YQkKYUOwgrAQCYR2sSIs0dUHCxTz+MkP7VNPNDbatOf/7Qflo1hEnLBSMAZaG8/zoijqONQdxzxbKmZkLooXgJuFqyEA30DUjSWgVyihyUjpkcV9t+O9b7tWCHvJde/a6s3weWx6z6hD3JFd9TJWJzsnxkEz0MUDrKeEUIIBKTnRgMEp3/xXrT54wCd3f+PWqEQjY9P22pvIjnPGc5KdHC+EAFyZJBcoAyLAMBjwPVx8Pv7yp3tet7E66DOeVCjkeWxEWCdZOZaMZyfzII8DD8JVuYZvYEwzJNq3Eb5/2pW+V/zU4e9auD4ABFBy9biwjIwXIDtdnhfR8u0pMJCQMsgrCSmg67jkguqDDy55w2br/vfHuzRBgFLjFtiTEqud8VohGwlfAAJJKV0ShOJCO4NixRL878m/KRXDT31mxyCE9GGZA5XLrmsZEyU7Y14AKSVDM2qEyK30mFGr4dyza48+Hr37/237/n2RpACjPBT5IhRAx0iYjYcZL8z0d1G0yjlwhzOgpYSOIigCruZtO/5TtBdvzWdcpJnfUdLPtOoLUkyaEUqZt4xqFYNLscXis96wzka/vHTXxW8EWfiBKwpoOiwyz+YYzMhYg2l+fjAa1SoIZGGMc+lpgrVIAJ3UKq5OZ1xxRRtsI20Qg9gVabBAe6wioALUANvMcbUANPMQUInicih7lczXEljAEzj6c7cyiocfsevrF0N5iR+i3jCaKkCjVYml85aR8XxM+1Ok0FUEEEWoR4i0tRAMkiDAhoWcizbL5cCEREdKCRZuzKRmMRWgVeVPRfVydXgFiCFcb3cWIgSQz5WMgbbIhajVceVluP4v9++2wxu3eDPCAgTKpNFV8EIpDVxVtUx7GRNgmhtmBIEpSdJCKWcFqJkQHkU2lsbkgt5mWTAFIeGLsN3JSzZfaNeqAKVd+WKIYgMYAPKen2MUyBakNElUDwpoaOMpjwlnnXGXIP/jn1682baQgDW9kiAs2PPJyqwcbsZEmf4XbMFCGgjS1qYahlHTjVCpXBhCSFcIhhnVRiUxSUoNoA7UgbRVegyA06EP5BkiotqygSct2DIEEFVNmO+ylvO+V2vwmWf87c47btl2uw3f8V6Vy4M49VSgFNIEZINA9WRFqTMmyjQfCQGAghAWFaXyUikAge8xUiAE+65cilAoFEMGCAZIZDspUISjDwW0kbFV+XD2rJmBhV+toaeIfFcuboyEhd40RSkQ73nHrvf82x5xxJu7eyGANInzoYTwGBAkhPCz2kcZE2W6W0dJ67rvSwu2KNVHkGj0zQJhMISMG1wI+sFgD1Zg1QD6+uFLI1EGAPgCJVe4iQFLEB4YqEcQAp4rekQoKEAkK1dFvf29RmNgFSAxezYsoRBCoAZmcMm1hzcWXpCJMGNiTPvpqO8HqRaNRv7h+/CVzz39/W/WOIXADIYJChE8WCDV+OPvn/6fQ2++6GeA8QQKAq7xkIUAu0WjDwZqVRxy4K8PO/i6005ZYizgoVytGZPMmlXUGuecgWP/5/6772kID4JdkV0DkY4uLO0L/NqMjDWZ9iIEFMPL55Vg/PbX//rthbc51wNDuVrUqYVSePjh8u9++5/HH3a9T/KjDYYEQRDBJLZOQCjxt2uX/fH3z5x+yp/vuRtkUeouQSgD8jw8dN/Ixb/5q9a6WkMYwlqY1AIK0hhNEPBeBbP7jJed6S5CmaYU+AEBXgjN0aL15i1dCQCEosAsIvgeyhWkxvb0F7VFswxvU4eiVcNXe0pqAwHMnrFludFL6frHf+VGtqhWoVQYJ2BGqdRbzM0eGjDFAiCgFDxvBqgEkXj5CBLSz+aiGRNmuosQgR8AiFKTalimcrk8Zx4ISAwx/DQFMYpd8LzuVUPVumsHxgD7QL61+wYgCd9TAGPp0pUzcvPft9fuf/3znRf9GoU8LHlBGBqLVSvjWmxDv3/0qBHAHpACDYgkU2DGWjDtRWgs4hSB73WX0FWcXY+IBIZrOvBCAmKDRgxiMPoF5s7ob33MFajgdlBLYIwnCMwwdlVXT3LIp5GTG/3otOuefBSWwAwh4AW5QtANEkwd2yH3T8rQ3C6Vn5Exbqa9CJWHIAAYI8Mo10hwPyfozfv1imSNQMCXsCmk7M7l89UGSLYaLTStwhLwJFQaQzK0waxZQa3+xBs2xXHH7nHXvf/54Q/uYYtVgyCBYgn5Qle1ZhmjtQ8hAeSAHIEImjMRZkyQ6W5JIEOJlHmpAIFCMLMYvP7i8zFzNkwDgiA9JBaDVdx514N+aSRVg1Az2DX5Qrt7mGAgnwcISsL303q0RCl8eH/86oINL/vt7e9452Zv3QtGo1ZHnCDWqZB555IQngcGqMiyyKgAyfQ/pBkvN9P9jCFPgkCANAaVtHb7Y3ce+YVHY/NMb35OpT5SylmvQKxEyn61ls+FBV6tnW3zL/KkTFOEHqrlam93l2X0zsaXT9zr0APOPeHYv1z37t0hYBmMOF/SJPMEKHgQBkKCXAOyEDCZZSZjokx3EUrLglhYBhHm9Pess87rDvzcloWeSiksNqKK71tP9a5a6f356uVXXv5kXMuDAGUgAOE1O14KCxghWEkfBjoJurv7fB+qC+/fD3+4eLffXf7Xc840Bx7klbqBYFjml7Hobn5WehCaZcLwCSEQZkFrGRNl2ovQQ85KV3sC5erwSGP5nu97XVdvtwLY9gmCUkgSPP3U3CsvGwqaEkkYUrRyHRgSYEOx9Py0itDvr9fi1CCUMBKHHbnuAw+97vgvn/Wutx/KBkmMJJKuMyYBqpWQ4frWTvsVdsZUMM1PGwYskjoYkCEo9FW+aCQY8ICQqejZHJDzYMyqSC9vCaUWpRULaQmGkUClEKn0DQAP2oRhPseMNIUANt8e79lno5y38JTj4aegZEFRvJ41WMDKyCJiSKAo4fuAQtb5JWPCTH8RMgohAAQFJKYam2qhBAGQtb5ngVRHiSfQ12tnzsiXulAtAwjzQXecII2RpmAjCUWBnJVILcJCjsnPhQgCpBT5IT59xNx8qK74/b1//xv68jNC2eoKjwbDEoQgCIIACejMRZExUaa5CAHWiBpIUhgNxogQw0Ig1vBVu9ksGYPh4WVDww+tWInuAurV3iQJJcMXePA/uPdWCA0AjRQakH41qvkmgQASu7Rcq/XPwJlnvwfyiaeX3kr85MCg6ehV29loSWZ5TBlrwTRfEwoIH/kQEPAVwnzZC4YVkPPBBJNqhcgvdLNFIW9nzdKzZ2PVKsyfh+GK/PGP/nD6KVcsXLRVrVZbsIH/84s/P2+uhECkl0TpLM8HgF6/YP1cvY63vR27v3PRX/90S76ke3piIUui2TlUSoAFRLNr2jQ/nhlTwbQfCdPIAjCpTpNqf28tDFZEdVgDT0DJkNiCdNRAmgwWSgND5f/MmotnnsYDdyeX/OaGq64+55+3HHbzrccMDza+/bXfQkMw8qXBGfOXagCM2Hq1+qqeItIUXz52i56ZT6X27lKpIpoNmhTgNa07o8nBGRkTY5rnE7qoMQEroYGLLqx29XS9893wAK4jFwB+Daxg808+jXsfpA1eJ1+3HmwCT2FwEP0zYIH6CH561pJfXnj+rbcfawk3/G1p4HftumsXfEgYQAP5uI6cj3vvQq2erv+6oKsXpRIA7brXu18ieLX+ExkZ42LaT59MEnu5sFGLwlJhn326AEjApFTMtSoXsiXCwoWYNV+yACSCPGKNrllICUQollCtRAvnLtIJUos99pwvCGxhEuRCz9q4Wl4+o2/u4Cr7xq2UMUEco1hwkvPbkaOuXxoyDWZMnGk+HRXk5RSEDQPPaggBpTAyXM8FEoy0wWABCWMhJbwAQkBrkIAXVHw/kj4CD7Uqfv/7y9+551vCPLr7QISRESgfZFkCgcrN6Ou3aWPGLAUJL0CpCzwa9SZHzaHZMJixVkxzEQKQgOAg8HI+fAUlMKuvKAEIBEXhVBHkIAQUKPCMpQTQEvVVI8slISrjf095OBeqwz+3gfCbMi4U0KijVBACAHlAoIIAQkMY54uQTnqtibyAEaBMgxlrxzRfEzZTcgEoQHLzmkLC1TQEoCKAwEUIMOqATVl4ImAYcNHUcNRn//P7y/9w213HyQJUYJhtb1coAMEggkltzkXZCIJwWxRgb2wKhWmlVGTlRjPWhlfNScMACRjRLkTfdOB5gEuaMAIsYDwRrxocgik+cBs+sOctwyt6rr32uO4+9Paiq+T1doU6ZYGGNiOeRFOBzWmnj6Y5tGPI4zE/IPPUZ6wF016EDDl2KG+V9JWuAJpgeHDV8CEAKSH7++bdeycO+tjP/3PHE9ttu+4dd+GKK5/4yZkXD480BANEzDr0JQBezdjSblOB1gpQZKrLeLFMb+toqy+udJm6oxNF0WypC3gASVi3NgQCgMjgn/+8e6NNFi5a1PePf90U3vf00ytv2nrb+UNDIzN7CrlQCVEENESirQnC/Bjtoa299qJQjAbKsMzWhRkTZXqvCRkumZAkWECAWnNFAUZim3NICCQKAIcALENreALlIeQL8HxU6+jqxcAQZs9qzmGFQKM+Uii4eazH8AWHY8dADaQAAA9Q4I5rWSbCjAny6piOur2QzaIVDICcONurtGZBCoIEfB8po2cuvG49pFd2zQQEZvcCBlGj+W6lPAgNRECdELEgFmAXGSMISF2NtubmR783I2PCTHsRthwDqw9ALV26B6N2S2MAgTCExYjGEzO7tQSMhhAQgC8hACJ4ngeo1GrutHmKzs133LLRL+NFML2noxhdlhE6GoACAEyHflyaX/MNrXaiBkgACeTb45gYdfZRq0MoGFLA7/yyllsCzjUy+lMyNWZMnGkvwoyM6c60n45mZEx3MhFmZEwxmQgzMqaYTIQZGVNMJsKMjCkmE2FGxhSTiTAjY4rJRJiRMcVkIszImGIyEWZkTDGZCDMypphMhBkZU0wmwoyMKSYTYUbGFJOJMCNjislEmJExxWQizMiYYjIRZmRMMZkIMzKmmEyEGRlTTCbCjIwpJhNhRsYUk4kwI2OKyUSYkTHFZCLMyJhiMhFmZEwxmQgzMqaYTIQZGVNMJsKMjCkmE2FGxhSTiTAjY4rJRJiRMcVkIszImGIyEWZkTDGZCDMypphMhBkZU0wmwoyMKSYTYUbGFJOJMCNjislEmJExxWQizMiYYjIRZmRMMf8fdkWIXuevD9cAAAAASUVORK5CYII=
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C[C@H]1[C@H](c2ccc(Cl)cc2)SC(=O)N1C(=O)NC1CCCCC1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CN(C)C(=O)COC(=O)Cc1ccc(OC(=O)c2ccc(NC(=N)N)cc2)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCOC(=O)Nc1ccc(NCc2ccc(F)cc2)nc1N Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C(O)C1(C(=O)Nc2ccc(Cl)cc2Cl)CC1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1nc2n(c(=O)c1CCN1CCC(c3noc4cc(F)ccc34)CC1)CCCC2 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C=CC[C@@H]1C=C(C)C[C@H](C)C[C@H](OC)[C@H]2O[C@@](O)(C(=O)C(=O)N3CCCC[C@H]3C(=O)O[C@H](/C(C)=C/[C@@H]3CC[C@@H](O)[C@H](OC)C3)[C@H](C)[C@@H](O)CC1=O)[C@H](C)C[C@@H]2OC Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(Cl)(Cl)Cl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Nc1cc[nH]c(=O)n1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: ClC1(Cl)C2(Cl)C3(Cl)C4(Cl)C(Cl)(Cl)C5(Cl)C3(Cl)C1(Cl)C5(Cl)C24Cl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COc1ccc([C@@H]2CC(=O)c3c(O)cc(O[C@@H]4O[C@H](CO[C@@H]5O[C@@H](C)[C@H](O)[C@@H](O)[C@H]5O)[C@@H](O)[C@H](O)[C@H]4O)cc3O2)cc1OC Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=c1[nH]c2ccccc2c(=O)n1CCCl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CO[C@H]1O[C@@H]2O[C@]3(C)CC[C@H]4[C@H](C)CC[C@@H]([C@H]1C)C42OO3 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Clc1cc(Cl)cc(Cl)c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C=Cc1ccc(S(=O)(=O)[O-])cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(C)[C@]12CC(=O)[C@H](C)[C@H]1C2 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1ncc(CNC(=O)N(CCCl)N=O)c(N)n1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCCCn1cc[n+](C)c1.O=S(=O)([O-])C(F)(F)F Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABe/0lEQVR4nO2dd5xkVZn3f+fcVLFzTwJG8jhkWEGUQUVFERVxQRF01XV13QXz6hpeVgHRZQ2Y3V0RWRVFF0FRgnHJKIJkBIYwMDCpp1Olm0543j/OrdvVPT0z3RNoGs73U5+amlu37r1VfX73Oed5nvMcRkSwWCxzB5/rC7BYnutYEVosc4wVocUyx1gRWixzjBWhxTLHWBFaLHOMFaHFMsdYEVosc4wVocUyx1gRWixzjBWhxTLHWBFaLHOMFaHFMsdYEVosc4wVocUyx1gRWixzjBWhxTLHWBFaLHOMFaHFMsdYEVosc4wVocUyx1gRWixzjBWhxTLHWBFaLHOMFaHFMsdYEVosc4wVocUyx1gRWixzjBWhxTLHWBFaLHOMFaHFMsdYEVosc4wVocUyx1gRWixzjBWhxTLHWBFaLHOMFaHFMsdYEVosc4wVocUyx1gRWixzjBWhxTLHWBFaLHOMFaHFMsdYEVosc4wVocUyx1gRWixzjDvXF2CZBQQIAIAHMGgAgAIkwCUCBjhIAA3igJfdYdmsTzHxIQKYJnAAjNp7MCSAAhzAae/MzUdo6tHApm6b5eU8J7CWcD4hgBbQAhQQNxvQCqIBjADjNZUmAFAHRqCbUAIS0NMJY/MQoDs/RBrQAlpBgzSEhAQBT4rWKDAKhEAL7fMoINXZPUFpaA1oglaAAgQgADW7y3muYEU4n3CAIuBICKUKlVLW/uMUQ6P90i/VUsQpGi2EDb1xPYBabXvavAYBBDIiFBKJgiYNMK80CjSgxoAWMErUICgH8Nq2VxsrDQYwaNY2m461hNNhu6PzCUfCiVAgoMuR0C5XaEr85i+r/3D7nQ/XhsZH99g72P9F+y0+5W95zyAI3T3b3eYZz3TsuXAABQWsC0dvuOP2xYUeEcbaQxKFg+WuA/bcc6+BxQFXTCjHc4HM6jntF9CdPVfLBFaE8woyfTuCZq3GaHfBq/3m+j9+5aJ9B/d6wwlvhKdH199/9c9+rn79m3d8/Rvo9dFXmVWLZxNdI51v1ADA8+NIAI771NDQXgfu4XaTWw7isNHtFUpdVTBo5niB0/nx7LItm8eKcF7BAE8jqkP3dPvdeOTRX3/tv/daunzPT52JRQPwqE+/8G1HH3jZJz7euPRX1X/+GFoaFT5LHepNtnEChNIe42CQAAuKPCjusc++/YADuIAPBIDTMbwxw0uVHQAcYNxawemxY8J5BddwBfpL0Ck04fc3rn/gkRd8/KPYdQAVBjeGK/GCg1736ld+9wtfwNgQgh3w9zVy4i4HAzkQQEuoWLNQaQVEQApoQAIpkJKUpHPLx9vPDHDIKnB6rAjnE8R1gzdSX7VcAtGjd929+57Pw96LIoRojCPwWj6AKHjxoV0Lu9Ac3V7T0/FZAsCgjVl1vWKlsmFk/LFm64lo7PF0dBgqNXaPuYxx81EHcAm+hivhpEDS1qtlMrY7Os8IvIKGUpyDKWqFey3eFWMj/tJdkSRIQ7dShU8Y3tjfVVn3+GOL999/+++zecQit2+tVqteb/7lrjt5nDiqFUAtW7rHCw86sMsraZWmQpUKQbYraz9bl8zmsSKcTzDABwAIOGg1y44/vvYpOFUnBUbH0V9xoDE0Bl4u1aLBatcOOSk31ovACIwAB6Wg4HLnxFe9ohdYBFQBl6BjzQHAh0NQBAcmQpgHKIwSPavETbDd0XkFAa0YJoelu6t/l0VrVj+J8SZGGujpQatZX78O5W48+gQSuAuX7KjTckCp7AIcwAVzSHtAFSgBrgQEuMOhAEWZ6aSJtqXbThqyvdHpsCKcb/hlVQvjqAGt/KNfxPt7cNc94D5qdVS6+noGECa3Xv2bwd13R/8C0Kz/vtR+5BgL5gLQ4BouoOMYQggFBqRAYpLkXGPjNDgDAA1G8IECUCKUNEoSgYZjwxWbYEU4v+BItWRud7GKwMELlncdsd/3vvIfYz/5CdwuNIF7H77uc/++yokP/dj7UC5A6e2P0XGAA45pKdKIMCyQplZkBjNCQRDAAAI4y7JIOzudubJnmUb3HIER2V9lPqEJmpGGGh5evWSgiji98RP/vvG2x0afTFzfib3h/oOWrPiHNy5+xauBhWFIpao/84N3dBe1gyzHJWFg4L4Z4aWgMv5UH/nzA/cf+4KjF7isCgS5unTbbpKExzv6n5zbnLXNY0U4nyAg0nA5ODRDNFxbs7BcxXiIlaMYKkIT3DU4dBf0erVW2j1wAIjPqu1THl4HXGgjqpSBA67kUEBCqLBHmFjfrC+r9ieRKgA9RcehrP8JZtK+FbmOmjgad6x/dPNY7+g8I2DQAlFUr5a9hc7gxt/9oTccd/fZH4sWo1CAX8VDd49ev7bvqFcj5NBApT3jaMZogJtpTAQwnSlHKpAHpkBulXuFar8L3LvywZTpIw460GVQUGXXcQCRisD3jEV12gHDzDljhTgddkw4z5ApHIZqtYxWBMGe+ONd55/92eG77sDibvQFcHHJF7/0vbO+gHqCofUozLrF5/1KbfJFiTNwDg5GcDSYhlQ+4AKjSv754Qf+/NjKDaAUSKUAQECqhTGADrhjPms7W1vEWsJ5hhNAEzilCDhqSdCKe7Xfy4uZ/UrRpxwdBBhfj70XIUgmZvfOCM2hlVEguMM4CA4BDBRwRsoM7rqAcUA57poCZ45JC0VvUHAIYLJYCDS0D9dojxgkg2ZwuOQAyxw9lgnszzFP0SCC0oHSRQFH8DwYFygUpIaScISCmH1kjsyobsJ6aYAgAMEIHGDa0XCABGh5PHS5NO5TM6A0cX1MeEQZmYm+WoIUrAdiGqwI5xmmd0lmSgLgEHzT9DUHcRB3NHPar2c9HOzIMMuYbXWKKTu0P87bR7Zsiu2OzieMKSJAM+4wBsDR8JWGNLPgOYgz4g4ZTZppRrO4z7K2S4a2JphOUzkR2NjMZ8xmxzplNoO1hPMMlnXwODgHg0syUApKt5PFGCfuKg7Nob3JU/xmdvx2HQqOqbkznSUrsi2mdsVkJnV/2/lr1i26BawI5xvaiJCBcTANkEsSpDIRMq4ZwDLDyLfp78s27TpuUjRts58E0J731LnZRuq3gBXhfIMAQIGDOeAAkw4JkJx4n2nNNJgGbddYg2PqgHBTHXIC32Tr1A1kG9lWsL/PvILyf12YYhOOVI4AF2AaDHB06mjhCjgSrKNY6CxPwafZ1vEfmnC0THLk0HT7o+OA1jc6HVaE84yk1pqoA+NT4gpdUnBiqBgcgBQFyAqDbEGk23uyyT3IWquWv+aAAFzGHTDeaTa1DtNwCwexbIoV4byCIegpI/Nhcjh6VDfGeQOsiQID1wjkCDVGnSa6GArO9lieKW4YAsrFEgAQ6SSbIuUQc6hdeluYWRS87JeQ2zw2+WiW6bAinG+QDhutWr2RkkQ4orqdwvOqVEiR1oAE8bjs4XqBC95A3JDJ7KcyZZMBJ23RgIDwuAcChOQe42Y6L5gL5gEeAAdQCgQGllKq24eaVL/NWsXpsHHC+YaDUlfZYfAhMFA54rVHJXu77PB90e3B0fCDl73p2Gh8HfZbhKLrOtt4k51ix5BVLQS0hiYzv54BKkkZY05e4VcT0hQFj7N2KW7WcTTLZrCWcF7BtJaJ0sIBFAnIsBmIsFuD1cDjVNThptTv6oUueA1JDUm8befRk+PvBDhwGBiUBudQSCNwwNPM08wBoiaZAAkpDcCFS9MezTIdVoTzDO67jBMnuMyB5447yRDqqDI45AU+IEbU+BBqqGhUPLh8m9s/AWQU2LaHHIDrwnERS9K6AASOGziuA5DSSBQ4Z77PzQIW7Wgh2S7o1rAinGcQNAFamteUBrrhSZQYIAU0oCJXNt0kQgik00TxZnSKaTqQWVZOltLGu4qcA7fcdPMtN93Mgd6qA+ZkPVKY6cAZ7bJPtlO6WeyYcCtMWq+vY2kT3rl9YqeJxmfWCAO4264amNdh0SY1zOzLtZl9x/OnNtOZEB7GcblQBYdIlevDK/qqqJq6UUZC8Aiyu69Ph2GUpEXPWLFpytpv8RuzTU/NAA8eSEAK8CJcAkOjGd104QWAk5xzLjzHDBN1mrKg6MHJj9CRrdaZULPVS5i076Tfefo98685/+yKFeGWyFOTeaYf3S7dx02E2gHYpEauQQSmwXgCtMAAVMFdIO0QoTQrNxhr5isJnRdIMv4P07QmzFhHKy4H3TKBC3huCXBUGpEbK6fOqBGwChAko0JG6HIHwMpIFMoMEFNuGh3f0HhQOr8DZ4CXXwbLYvEcHMxDMFHNabdyEbU6XG+J7wCADzBwr0ydJ2NZrVFkNdjaM6U2J6fJF0iTFkU1Went37H9IPOzTxrDzjMdWhFuhSnF/3IrmBm0vDb1pNbDAThgxoVYAKBhqnLq9rINmQefJrW9TqHwDhPAqGNkxbTr8naT04ygGJcEsAKIwKCVghTZx4MiSIJ15k7zaeogdm5hE9cweRuytZkYNDQHD5SElC4QEIEx4sQYmxDbtB/vvK1s8st2XE++Rbef+aQe7aQfPL+DEJufMRArwlmhzfy83EJqBg6wCSVlJSFACICAARJmBWvG4Jq5CR64aY2emT3LgolpBjw7eg4BTINpNnFaDhLgAZwmEGvFtCzJtGqWDwVCzZuahwLNgJnlcb1J32DLXcGd3YY7bzmb71vm72hwnnUT2jGPTjM4WdTzFyvC2UIOtOmOmluzYlkBiHZ3iwPtMmO5WDtnJZD2s5nmcBgYmaY0XQ+K5WtX67zHRcQ14CAFWkAIR4N7HFWoIqgI13d8x9XE3ARIQCngPaNcIp2TDzfXa+zsHLNMh9l/JmKPHTkAEzOXtzoP8hmJFeFW6Og3tSeyUjY3R7H2IuzMbNFZzcDORu9kRV6orSIzinGzTilzaKKNTTSg/KyM2h3YrP/LmOe43KwmD0SOF3MXxFxgEBQA3YwFzFFADETwCNDtgd/ct1GaPBvY3Kk2d0VZ5zy/Q7FMeNSh0ol+9kxmIj9TsSLcOizzZ+psGXfNAQ3GOSBZpjsXAJmxUscnNeAgZjoFGLQD+GZ+kQQYHGeLITzTuc0k5IKZgoEuyAUzRlIpMKUcrTwheXvUpJMUScoSzX3uZBfBeMcx81FWzpTGO5eFmPITT8z/aI+NjZMm7xvkUzec9oo1Ux3Z8wcrwhmiJ5wj5qbLs5ahshoSGpoAlXCkHevXAlqDTKNxAJcYzEiNgRWy2fFbnHOe1SzLPIqMawXmgHFO2me8n7NdPGfM86pw6tAOmAj8SiJ3Y3oX8HK7oebOQ+p4PfHVOhr/zlUga3cdp+0gs/yNKc8MaP9ssn31zrNoorAV4ZZgEyE+rfOxh2Z51y5v0Yw0pITWAXcD1u77KQ0HJR8hIMEleGBajc7kJ00kb7qmxABOnX2tCZ+N8QMxXmZ4XjVoRBXR27MAWAePA63e/kWet1vJ3Q/oU9J1XCMqPtkGTmuDd74NbItv0jeeEoTdNLTPIFm2ErCcrNCs+ZLpn89XSdoy+FuDAKYlNECu6Y4KB3DBoThijoZIBjzPjVpQDKFGA3hqPUQD1RIWDqDE0eWhwIdBBJ+rpJ9X0FLwvYYP0V7qXQFSas6515H5zAFmyn7SpE5YksqgoAEO5SbNRtCzEXgSiAl1BqbRx3EYdE+aaL8wWVRMtwdiE6MqrZTW5Hqeec2dyd7UDhqNRrVa7XzNGANARFEUFYvFTXeb5sdUCkRwOIhAGo4jpXBdF4xNkl/WKrlKtXK59jEsdU3ETjEI46Toe6Le6CkUBgqlAHA0QcTgDhwOPv/qmlpLuEWyBsE1M/U0OyLOqeYlnpKueoELAcYQp62fX33d934ajdVCD3UVLdl96eGvPGa3d56KVPV3FSJI1kph9NOu2qK0DLjrAp7LqcMMZFaXgdBe4wHZ8DQIXECmLen7blCpkli9fvTRRx6/LU5bHNXAXbZ8j4P6B+B6XAjy3Am7DTJmNAunp0ni+wXu+JwoiVTgu5xvtvnGcWykNTY21tvbW61WhTCBdAghjALzt9I09f3NLEST+ZUhRewGBTDteJ4iyeGCacY4sjCkNmtz8yKXDAlw2z333L7y/mp/b9hs+dwpKHr+Lrsdss++u/T1gDH4HpSep7bQinBrZCsNcQ2tQG7+Z3Y5AGLEoEESUo9fedXVV/xsvxNWHPSiw/lB+2PVY7dfcfVPv3/RB8nxTjmZNUZrqx7beP8TJa/Us2jJwIteUOgtCqCsFaQE53BYnrlCWQ1scDDGzN09vyMowAG5TClIQmns/vuuqseP77JkaX/fHl3l540OFz1WAIOiyPMBKk6KcRuYBnHf9UGZ3QgCBxppS/slTtNVxXCc7LZQKBQAEBER9fX1AdBaa60550EQ5DtvroeVxEmh6INxp1CU4AJCQXPmEhjAzHq+DmcAYw4joJnC8RECulwoD/a/4hXHMVABTDcb/X6hz/cAaKUYSea6VoTPRtq9IwLXgIJ2gczZyNFqRV65KKmFKEaqfv+jH/dWq4e8+zT0VZHGOHDvF+x7hoyjW395zYrDjsDzyv1K9vnFVq3ll2qQsS/gJRGcAIqgBDwOl+AoMM1IOk6HsyRPAwCgFHgBFHhVgDWADWPNlQOD5T13OwwYBHq6y74blMCkx2oEwVgV8LJQx0Tg0dxZGDTgBOBm+V3uF7C5cL7nebVarbu7u1gspmnqeR6A0dFR8xbnXEpZKpUAmN2mFSExuKViAiRaO5wroKGJcea1PZ0M4B3PBMBHDNSBkKmmVgHAwDygq1Itt30zzHHAGKATkQZeYcf86Z9GrAi3Rtt3qEwJF8DNg3gOAO0ywHPw4GPjKx87+eyzUO6G58HzoBJ4/NDjX3nxj69ccf+9OPTlfvV52HO/QDC4gE7RlExrpApCwZEoOHAFEMMVKAJKwpGbeFA4nADwwEw+WgJsYGikMQcKEAEcx3UZ+BgQRbS6yBygCOZ2+PbzA7pSRiDXdbuhkcbCL3dDOeC9DNMPCyuVinmhlPJ933Vd13WNAs1G13Xz3RibxiopYFiQ67EGMU0IGBLuUzsIZJgYD7c9RS1AAl5vt1rvG89zALQ0BZxlMReWHZx73nwMFloRbo0JYwgFrk3YjUFLWSwUh8T4oOdB6eE77+jVwLIDoL2Rsaja2wWHe0iDww/vDSri/ge8J/e64off3XujHnSKrcAZS8JYy3Kx6gvHczxW4BFPxmRNdWHRvrvuut9uoRMnnkgdLR2luFZMEwMjHrCyw1wpKG7Jpbsu610wsLBv+bp1a/569+1dXUt23X0PeFWg2IqGHn3yVi8QFOusd8kUkGfhcJGqnu7+KBJaMZGyrmrv6Gj9W9+8eLxWVVTZ9GcQQlQqlSiKtNaFQqHZbPb19UkppZSnnnrq6OhouVxOksR13WKx2Gw2jSCnkDhuVOl563v/qdLbXWs2EHiKkVsIxpp1z/c1yzJmzbOj4RAcpbzAXb7/QaHW60Y2/vGph1sbhxf4xd3LfYX+Bd3VAhjiKIGruR/QpHDLvMGKcGt0iBD5gmEA910JBJ7rAFBC1Go9rofRBkTQXSwygMDDOCw34p6Ue34Vmo0//PAT965fX49kdzFlkkkd+hXRguZcuKrBwjHU+IDfGt1Lqb15vxf5SeKlqSNSV2uuNNMA15EKPO54MdL+Jcky6D322fedveU7n9rwp8fW/uWJEfT17L3v7ieUi9UkrT+86vauosNZAiCbWdUedqaJhrO0Vms1GwlDAGe31WtWX3HVnxs1KD3NChZKqXK53Gq1XNctl8u1Wi13gV511VWNRqOrqysMQyllpVJpNpv5GHLSQVwPA0v2OeaVS5bu1ojClOla1Cp1VVtpzNyJ/XMRuloHSewH7uL9nz8eNrXHuesUSkWu+eOPP95HfHFpVzAUioFiOoaSOnW5O82Jn9lYEW4NJ8tKczuyNExvaWx8uLunmyFBM1686+6PlMpo1hGNub39gB4fWd/T2w1fNz0GUli46+tOfEv/aYsw1oSnEPhQQKzgVaEUfEKB4IQIEgwWsEsXnFh7iXBl6ijpSMWVyRUoOH6SNFyvpZK+fm9vVfOcrp6BBQcP7NIbpfc+vubejUNPFvxVeyw9ePmyI563dBfXbTGItgFER14J1wp9A+lA/6JGPSZi+z7/iO9csJTkMq36zLecMim+XC5HURTHcaFQKJVK69as/fCHP+z7/vnnn79w8aJWqxVFURAExWKx1Wp1fjB39MSut555Rx3/2pHxMcXR0983PD4WVEqaM0W6c3/zO7tadzvu0Mb1u8FfRbS4q+egRXv2LEIR6FuOspmTKSCZYr7DAM5nsTb4Mwcrwi3SnvdjCoqxPIrFQQz9Pd06boI5cAvYbenjzcbRrQ0YTARf58HtoRCRl/zl9ruc5gnHvxSFrv6T3w7FwTgYAzPpb3lSsgYnMA2uwZVZjpMzHUAHuQ1u/+OxVsHlCAISfU61DITweqBLRX+X5XvsXx+9odWKALfoPL/SddBmsmTaX68CgBd6sulTf3viq6GrIG8i47w9fSOHAVprzjhJ+d5/fE8au29/+9vBGIEYY1P2nPhwO80oYUgBLOrLNvf3dt4bJn0wu0SIXZbWgYXkrh4ZHQSKQBEoAAFlI3bXdRQAcGce9kVhRbhlCFrBVC4yCwBmWWbE0IjDasF3PR9SwXGxaPGiQw/48cXfP+31K7wiw1iCYhdWb7zqR/+79PBDceAyBAF8F66jmEuds4E3kzGzORhAUsIlRQlIOV4NGAEAXQD3hE6arbrj1ADu8IWkimxWnbMp2SodF5ZPbkY7bslMVKGdOc06XCI6q4zatoH5YTUCjmDG35eAWCJw4QA9zB3wCpWsyWrf/EU6U9u2Nk/rGYsV4daZdEcHYBpZ4KXgIB24DihCd+XY9/z9r772rVtP/sgL/+7vUenGyP33/vbXenT4nR//EIoF+Fx6PDT+VcAHAj6p4c4IAggOdwHhsAT+uMaG1RtuaTZGdl18QABnpPZgz0Ay0FcAFCgQCfziLE+xmZ03MzN/SztPc+TZOy6ddiJN0moyqVmWNTovLd7msCLcCtnc0U3uuJx5KbTmPOAuHA7XwVFHvJ6cx370yzv+63trNm5EpbR4v31P/tAHcOQLUQI8HgIJeJ4Nw/REIvis4AztBGYHgEgSkaq/3H4XkXaCkX322WeXgd2Nx94PtukLT34x1bzQdNfb/n3YlPWbpsyfmuU3ZYDHoQBO6C1Xd1m4iLcnh017pHkXnDDY3NEtQdAamoMYORPdUQcmkaqpkyL3fKgCNKIQ3MnWCRwZRbkCvwAOOBwgFP0YPAHT4Bw8G8+YrK9ZLeNJIEBJuC6UJocrsGar8Ui52gdaAErBHwUEUNC6wvXzNAXcnb2x7WSyqLKJDlqDcQgZFDyXuS2RZtlwjE2/P6ZsmgUqBfeQMqTASBp1+UVz7ymbmEt7iK44jAs42IbVieeaZ5VZf5ogAFCAxwMCb0LFcKhYStMEJW+8KMPnLUwGCnU0JRNgCgU/SQUH88B98OwuzrZpNg4DGLhHYHC4BqOx4Y0b1g9DMgo5RFEr94knH3ngodsTMQq3xV05pRDVDE8x6UXHO1sfdW1qJ9nkY84KguOCUWb9+vyim1UI6Zhw2D74/EvcbmO7o1uBzIxBNqkxmTbhABKQCrFDDB4K5RRe6EDAJ9ka7BpkCghTkBOAQ3DfgeLZvLgYgAMHKMzuzi0YIjI3fZYCzTXDN61+8g4ePLH70mMB4hheN3Lb2Ght6V59QC+RZKx3to3TpHlvxYCx9kyuzczDmjQXwmzcts4iAYAWpDg8h6VEPmMOtkPYzzysCLeCBjJ3oGnJBOShBBdC66pTyJqaG2iwAooCqup2AYBQYB4UwB0zhcgBODdzeieNlWYMAxxNTJNyuQJC7owGxbG+BQIYI50w3nId6QW64LqAy/isEyk3Fc+0+zCAjMskvzdtzUjmAcrZXU8iWMHz3Wz2RzGbPNV+u0OH81eMVoRbIveBq7zn2E5zDDgIcNpzfxjAmaOBCsDBXfNhh2euerSbqQLT8Ak+AdBggMtn0XzIhXa5LnMHQAuoM0bEwlTWAM14BaiRKjLtiqTHCZZAFbfB8TMl9ct8WgjheR4Y4jj2PM8Bxut1AhNKNZvNSqUCzvLU7TyPlDZ/2BnCClkiq8eyqZCYmA41eU/z1uxPMedYEW4ZU2JUmyRhp9N+EZiGi0lN3KHJfcvMDdp+7oy6UzvzePYGMSv+xP2JJkcu4GVxbCows3q2drc+hNvqudov8lxQ3/cZ5wRUe7vL3VXGWLmrSu23ABBRvnOnWLZRHh1dWxOuYFOurOP489QYWhFuifbfNav2O6m4bB6A7vzLd6TUgEOyrCJDXpTNAbgDD5pv3s++JRhMMg3gZvVMwUEB0yWgDygCowDAQzhj4ENgC8Cc2bb/Sa25rSFj3BRpzrkGpJJxmjQadQCtNOZggR8UikUCjCV0eHta8vaE0RnaA4J8A5/4zTuCKLxtaeejDq0It4LT0YBMGdqpDbSzfXWMVYhBIXvkM4iyrh3AAQk4WfH4mSORJYJmrxlku5vmQDvgLoMGSxhvASFYBJRmJcJN5Wcwxi1JEsfzwBlz3ELRdSolzrnnFxggSWmpSKlSoTjp4wRss1dm6jVhohr3Jq4jZz7OYgJgRbhlWDs5g9rlnhTATNXtiZtv+zlfGROZ59DMfAs2uUNTx2hzluR+eHNeAR6CN8CbQAzmZsWQmGzvs00xs+muTAjhel5QKBp3sQZSSBWHCkggfbjEmOf58IgAKYTnTlf5e5YiaV9I7oI18stKjUyqPjo5m2J+YUW4RWjiRs5Z1vjMZodpxszCJnl/aaI4hREJM1HBfCiYN0QOMDOzaBvwQBrE4biABkvBErAEkO0cHIBM4rkDcieKjs78K2/6mkEJ6Xpe/j1SqOHaGO/tcRxn4/joop4FAGnAAQMg07YIp7gxZy2SLHd32njqVF1Pl/I6L7Ai3Bqm0TkTY5tshUCAg5ys3eu8GJrTdiXwrN52x0Emspk5GNxtGcFwUHv6RVbZ25SiMW+ZBeTddh5AAB3Mbpw0pYPdoZlCsSi1AnfGmuNBueQwv7978HP//nnHcQZ6FmggSiKHUAmKPnOKpVL+Y03ID9viiDJlfds3rok08twMTtw05qcZxPz06D7tTHgFspSV/A3drtzS0Xo5Nm0MnVkjncyyS0qAYtCZrlzAYzrwRcUTZcABAXAc5THtgnzAn1D+LNBZ7GRy9I8YGmGDQfdXeorMjyitQ7mDA+7g4BhSBXQFle5CxWWsETVoSpoOy3sKs0zfQbsCfv7ztQ17fm+Z+FHnpwJhLeHW6RhVmbJnnZN6piMbs7HOvaZVILYhgqcTKMV1CQEpSQwB7w/qg6XmILpdQCMSRV4ZVU6zEQVds4/NMQ3SyNa45vk0JTAo6Eql7ECDuAsUmN8AniLimhR8DmQpC0wXiwUF7bKJtQSJAdBsot8+02ti4M7kQE/+WdZxFNbx9nyUorWEW4RNvgu3O5wOONvMAwAmPU8+CJt6zFnBAYdSpAkBruN5vCvYgOLj4HIR6gmIw+kqjKjKBtHPeiAdNJPZf2UCowmb1TaGClqb/HGdLfGZAKHrh66bnYMyR7AGqcmHzI7GCNMVU9zK5Uz8sFOTQ6f+itv0kz4TsCKcTzCFIA6qquyYgeVIOnT1Xx656Lf4w73weqAdjCa3fu+Xf/3a5bhrCLGL0jbMZbI83VgRziuIQwLkEAGKA6VCXdP6GIkLxaFd+F3OSOyuSyBLULNJiLPMHVaE8woHmmsEkBoQGtz3u3qpuxvVbkiCJCi/r3dRsX8QXb1Zv9Hq8BmPFeF8ghh02ZcOiAFxiihNQtEIhR5vwitAA4KisVazlqARweGYl8XHnnNY7+g8w3gcuQMUfYigygsDxV5e7YeS8F0QGyx0e6V+OGX4vmRwmLWFz3SsJZxnECCyZaYF0jQcryf1GLGAEoBEFCaNVtqMESVgJGcdlrPMAVaE84xECtcBgwRF8HmpVArDEIUCmAkRSGgphYZWYJLvuHIr2qyNqjXFMdqRCyll3P4vCO23WCzjHXbi5wC2OzrP8FxPIuWQcBWYdgtBX/8gFMFjgEQp6BrsF40mAh9xM+TUHZR2yHk5uIYCd1ghm63PgEmrLzGwQgGQBApcGxqZBVaE8wye2TvhcQnRGo3DmHGMjQNAGkHEa2ojo2ELfoBisRrsyHXCNNpLhis0hYoDZ3R0lHOeAs2YSiCzNLeG5rZdzQbbHZ1PMIKvUVCMzApRpTLnftmpoHchFOB7KBXJC5SZMxzGKk13oFcmTdOsuouDSuAUgEKhUCwWfaBcYEaBAFKR7rhzPiewd6x5hQaacAqehoTDoXk43ErXhxhV0C44AEXadWMXVIFb9bm/o0KFGjrwAxCDnliALI7jvJIFaZilKHzP17NP1H4uY0U43zCrRDk+kILzYNddB/ZtwCsADpREsxmVS8lgL6IQ4NBsR5XCJZBrjiUlXCfRSDm6urpc102BWKCLA1LBhQNHWhHOBluBez6hgFCBOyC0ykiYAh4bweMx+gawbx9YE9B4cnWzmVb2PwROEchmHc4YDSgAylTDyedoORhL62W/6GuAHDA+yrEeuDuuOY5zgFdZoDDATOmqNHVYMwn7gu4scZtDcQDayctw2EHQZKwI5xMpEAEE+IhLKkUYAUXUHdz7wKMbHn18+Kllu++2698cjIX9cALoIhx3lm0+m/Cg4DrIlhU1M4cVJAOQyEQhCQp/fHilGOwfkbHPeTehtH58xX7LHa0UpSwICBTAQXumM3FoK8LNY7uj8wlTtoUUAiqgyQCOlY/86aOfHlq9xjvw+bynev0v/1CLay9/6xue//fvgOOCNJxZpK4RuAaH8YHqdlFGrjXggpNCot245D4s0ivvu2uvPfaJ6s0C1LqwuaTSs2p0dPcFfRxFmFbVURONZSulTZr3Z8mxIpxPMGg3TbhXhAK8AEONWz7/pe4SP/Kr5+LAgxEEGB1ac8VlN1x2ZTe8xX//HhS82U7sVXmBx8yOZbaRBJjjBgXeBMa4pq7S/gcctDRwqu0lbTxAmNuEAiM4k6bi5iucztd1PHcq9heZVxA490Cq7gIB9O9v/Osdd+3/z2/BS/bFgINeYFnfLu95yx6lvlW/vhnj4+DTrmO2JaZtEAQQY2DQDBJotVpRHLvc8XNjaRbYUNCA68Cd/t5uG9v02N9lXsEARhqkAQj91D0P7rJ4CV5+OPwmKkiSsSY10VU88gWHNx5bg+GxbT5J+1xAZhS5lFKkUhFcYKCrf8HCQd/LFGgqUBSAkgMGSAUhdtD3fW5gu6PzCQIaMiwF5bIGWuSn2i8WkNbT/m4fPOjr86HQiLDP3o1GjUbGmWzXXpsxmxpODU5AUAgARBKhi9HWyMoHH7ouJCdMqtBFznZbvGT53vsOVAoccBw4nSWTLVvDinCe4QauBvkMcJzGhiHEAnAcIIqaxWK3TCIvVegdcBlvtVoVUpjdovWb0C50nYjU4Z7nshLQW64uWbzwwAP273N8p9XUUdRdqfZWCiarOxVU9FhnpTZMlIG0TIMV4XyCASW4oUi05xVclN1isZ4AFSdURd6HmHtjMVgZdzzY65Qquy1GYVsV2FGNKnPQcO442dq4YdRSSVwO/CVd3b193aYAk9teMoARtIbDOysmGvXZCP702HvT/EJDq5LnNdIILpa89IXrRkZx/2pEAUZbiAjFAQh37JZbiwv6se9edZ1sf6/QjAldxzX/MYvRVIOgv1ypAgB8IF8gygV8n3HbrGaD/bXmFWZpKA3fLJh49MG9L9jvD2f+BzZKFHrQStHiuPbWuzY+te/rjoHHklRsl/VhADiBm+n8WsJh8AEPpJqhbDZ8oNi2gbxdfXyasoQZ83dB652L7Y7ON5IU3PW9Ejiw1+IXvfNN1//g4h+95x93f9VreKFUu/+hp+69Z//99uw5/hg4vOp2b3u7n1zgmgEEzYgD5AO9lbKZJeV0aGuqAi0zw6atzStIQgoQb/kBgLJMkEZY8/idf7hx48PjxUIldtNDXnDg4FF/A89txdIbHPSyWuAzO3xHffFspr6DkIGAAmBSSSOOJ5m456EHjt7nwDJYoV1XMdfhFg6+5R2es1gRziuUhhJgrOX5KUCtkb6yBy2QAmM+tIcqwUkhWwh8BD2KzW7VmTxPxkG+HnAmwlI7eYZcbAQ2pvW9/K5Az2LRJyvCzWG7D/MNIQCmAAGg3N3QAo0QimGwjAUFlAMUCnAYfB9w641wtoefeks2K8MBpICEIIEUHrDQ7woAxKK9OFznY9Kn88e8rVK/07EinFdwIHDhME4ma4Z7vIRiGZ5PLm86qLdCMKBSBufQ6C2XZr/6Q750xOQzm8WmGBiBmwWGNZgQWYnh/GGZPVaE8wliiLhWnFckFipUwDkIqUYsahvGKwxdlUo9DMdALTAoqJFktsLQU6xZpxR5HnFXLgANeH5mCWnyMaCtJGeOFeF8QgOM+7FIzKLBPuDDQ7GMYqWnv0cngEa50k1wIihwOF2zrno2KYzAgHZqKAAoZZYFZEJlXnXXBcvWPLVsM9YxM5+grJYZZ7n/BDpbPbvtISEGAcnBXeLbMBSbtOY0mZUJAXOqSesNYmL1wk6sGmePFaHFMsfY7qjFMsdYEVosc4wVocUyx1gRWixzjBWhxTLHWBFaLHOMFaHFsgOQUmqtAWithRBCCABm8catYkVosewAXNflnNfrdc45Y8zzPACFwoyWprPBeotlxxBFkeu6Rn5aa60155zPoNSHtYQWy46hWCwaBSZJwjk3IpzJB60ILZYdQ61WM89BEAghfH+mq4BYEVosO4YwDAFUq1UAuUmcyQetCC2WHcPixYuTJKnX65/97GeTJAnDMAhmNJXMVluzWGZDVionWwCVOsxYFDZLpcLxx7/x1j/+eXR47Pzzz5/hWuXWO2qxzBgCFEgDvgASobjjlEBQCo6LNG1c+r8/fufb/6m30rvywUe6urq8oosZVNqy3VGLZRaQADQYeQyB5xQAhBExFwDWrFv/jnf8k+PikksuYYx5BTcN05kc03ZHLZYZwzQrqriZFtwyuGeqFhAf4SgmAse87NUMwdvf9s6XvexlfjGAIr88IweptYQWy8xRQIM5YZIAGiKBSKNygWuE//RP7x0fr++3/JDzv/INvxSACaniGRb7sJbQYpk5Ok2bQbFiCu/ESVIoA6DLfnHZT3/607TFrrz7aiEEMU8I4QcekWR86xKzltBimTkc5AE8ThtK667uwHfdBx589MxPnZtG8t/O/rfdlvb1DpTWrF3jeQViTpLOaExovaMWy4wxRVaZCOMhrVWlNLB23ejHP372xT/80Wvf8JorfnFZK6q7rht4lVYYuS4v+sFMOqTWEloss0AmHBSUCqVSySGIS37804t/ePmuS57/5S9/BVCOqwKPAToIioEfxCKdiYmzltBimR4iIiKTii2l5Jy7jlsfQ1c3YjUS+Ozu+x484m9eoUXXT37yk5PefAyQaAiAAUWAU3utuK0aQ2sJLZbpMdORAHDOfd93XZeAahfqLXhe/8i4d/Ib3y1Set/7//GNJx0DAOAcTu7snHkZZOsdtVimZ9NOIhE0g19A1MB/fu0Pjz0S7b3PIV/52meBhGVLFXscALQ2y8rNDGsJLZZpMB3RfEKg1loppQhhAgBXXxV/9zu/fvGRb7j6qj8IGSmE2So6BEamF6r5zPqisJbQYpkWrbXj5AvhKACO40CDcTz1FD7zmW+FYel97/vXPfYoMxeEtL2iXCZaBj7zVVGtJbRYpsGMBg2O4xhBEoETTj31JyPjyTHHvurlr1ykgSiEizLAAQUmwCQAEJ/50nBWhBbLNORmMEdr3ajja+enKx9qLlqy8LwvH1coAYSiD5W6gAMkQAMIJ5ZM1TNapdGGKCzPRkx8YOvPGlAAg3YBs4xc53LfXCpijBlTVRvD+nV40eHndvcs+cZ/vuvYV8NhiBOUA7jGKcOagAQ4qILOdensVCbLcwvdtj+TVvDW+Srgk94iDbSABEaM2mxR5j+1xjhzmOKICQlhbBz/+K4fx+HqT330+GNfAk+DE7qKYBPrqpaAClACeLbY6sw8M9YxY3n2YgRgZsGz9pZ8XWEGgAMuqFMFCsQBpiS6qj0KOhKklFMfw9fOH7v3ruF3vO3EFx25qFRALjMt4WQH4CA+9bwzkJgVoeXZBet4njCLeSeTwHIfJgdxqAoY4Egw0TaVPuAKAc9DQhsK3mKlceVv8D/fua63e7f3/OPxBx/WzoXJbF2iiXHmAjzr5WZ+UT7DnqYVoeVZBU3f/ePt+MHUt5kRDE+AGCbfhUmQFxQwMhb39PrjLb3xUf7R06/srvZ86v8dc/AhZviHRMDzNYdwPMknjtyhupkVmIEVoeXZR4drhbflB8Bpb5n0dhu3bd00IMGgVLGnt5BCVQv8ze+5N4qKr37DPn/3HjgewCGU4m7KuQYEnzgSm2r6ZqZDK0LLs5Dc8GmAg+upW7JKaTCWk4HB1CaUgAAUQSnAIWhRPufTVz54X3rkEUd++rNLeAAwKCLHVZxps/P0VzDjSD2sd9TyLIMROIERODbzTBPPAMCgAVIgHRB8lflGHcdBmuLO2xuXXHyNdtad/i9LdtkLyonBQUSctdPZQNMYQMwoMpFjLaHl2UbmmqFNnnXHu+19FAMRtPGJcg8IAK1RlCkchufvXT3++NcNDuz5mhPQiGRXSQFQEgBc1xdKMM45c7PBJDbJkpmZDrcSrE+SxFQRbjQahULBFPcG0Gw2S6XSDNe7sFhmglIqDMNqtZqmKQDf99M0NSljRNS5ugMRMTZtA9cgifwt46UhBiKw6ewVWCTguPjLzfAKOOgFiBUCD1GIIsfdd6K3D7vtDuYAHGvXkZLx8xYVGeB6xtZJqRI+ocMOEU64Z7d7VSajwFarVa1WPc9btWpVq9UCUKlUOOfNZtO8u9XTWCxbJo5jx3Gq1aqU0mhPa+37vsnhZIx15pFtRoHmPQIkdEoyJRGDVNYTNZUpSE9+hheg2cQ3vnHFKSed/e2v3e1z1JvwCxhah8+dc83/XHR3nEAShkdw87VPXnvlUy7gOlASUkAr13XKnAVEfDoFyokMgS2yJRHmy1kYa/nII4+cfPLJ3/jGN6SUZgnSYrHYmWxusWwzZqYCgDiOK5WKsX5or6yCdjKnEMK0Pb0ZssNxl7k+8wpgLuACLpgz9cEdMDRDlMoYWsc3rO3+z2/c/OQqlEsgoH8ADz70RByHhQJq43jg7tH7bnWeeLD7+v9Ln1ilGOA6AJmuKWfM2SRHVHcm7GyZzY4Jtdb5/cZ1XQAPPfTQHXfccccddwwPD3/pS19K01RrXSgUXNeVUpp9LJZto1wuAzDWD8Do6GihUAiCYMotPm9mmxkKcalc0mAMTnt2rZIgwrSWQjMEBWiFvr59jj/uJU+s+cunP33Tdy5aYRq+ojQo+0R47NGNa55sPPVY4jneE483+xf2MNYHgHPozQpt6wZw4qK38J75OfK1Do866qif/exnlUrly1/+8kknnSSlLBQK69atc113S90Di2XG5CIUQpRKJcdxhBBElNtJxphpjdOaQaWy/p/USBVSCalBDOBQNM1DA1GMNEWzwV23+6xzXn7ppVf98hcgDcXRO+B4PmMMhx06+LrX7bnipcsP/pslrzthz+cv72McUkETuAMwpEJu8lVmOKEX2Kp31PTOze/S09Nz0kkndXd3n3zyyZdffvn69euvvvrqwcFB2yO1bD+mJ6mUMrZu4cKFrVbrggsuWLlypTGSprclpYyiCNPVngCgdP/goleMjgbNZqgVETlSaM493ytImZsm4yTVAMCbjG/4r2+9i5ibqPpRL+s6/nUv/eqXLnvpipNKZcCLRsY2pAJBAd09OPQIlIul/sEssK+lVjIJHA/gvu9OsodkctYwQ3u4FRF2uqSSJBFCHHHEEatWrTr88MNvvfXWo4466oYbbiiVSlrrUqk0k/NZLNNiipp5ntdqtYzqPvvZz/7Hf/wHANd1i8ViFEVGqJ3TbTdh6cGH7jY83NVqRSBO5IhUk3Y8z293+jqSSAHujBfLQ0yhUHQK1dGW7vrYmcf93Ruu+c+v4sOfRFCA6yu/AOYAjt7zQDnQ69frolhyPZ/8QEmlU9ny3QLggG1Oh1v3jm5WhMboF4tFAFJKrXUQBMZZ+tRTT91yyy2vec1r7rjjjgMPPPDGG29cunTpVs9ksXSgO545AC1ZnKalYsFxPDPT76/3310ouq98xav23//ABQsWxHHMGCuVSp7nua47rSWUanGl+qp6o8CAri4EHqSEVnAcUGcKS/uZMfQvAHPAyWUk3ACHHIo3nfya73332je95ZiRDX4aO2DQSDjqA/0Bg+rqCYi0kKnnctfhgK+0Ukr6nptlb09iRjG8WU/qjeO4UCgAaLVaJ5988q9//evddtvt4osvXrFiRRRF5h6WRxfzu9rTDxF19pPTNCWizpVTpZSO45jRbP6lLDudrLlJMNUhQgfSBYeM4RYAhpGRdcv2XTo6LjcMrS0WqpVKBUCSJIyxLawFT0AqwTiSGIEHrcAZlAbnaK+gNHWirQAcgROPeqKvp/uiX/UIgq9w2AG/OOiAE1c+ct+KV3nnnLesWJTAsIp5qdCbxQM3uYlsT/LZrD9pGuvw8HC5XP7ud7/7gQ984Mknn3zta1976aWXGr1t3LjRdBjGxsbmSoFoR5aklFJKAL7vT1m7mDGWJIl51yrw6SNzJ/JJ/UOCCeW5QZaMed3//V+jIQ8/YvngwGClUiGi0dHRIAh838+HhZvCoH1XMkoZ00TgDA6H58Lh2XlJT3poggMkKfp6S4OD3T6h4EMCX/7aib/79R8eeWgo8CueDwntwC8V+sZGog7J8Sz4MfFdtpFt+XCapl1dXQB22WWXM88882Mf+1iz2Tz11FNND35wcLBYLAohent7t+fKtpMwDAG4rmu6Lia22Ww2wzBstVrG4WTiK1prE3qyPI2YlVU8wAccMA4GqQgMUZoC+PFPLhUSp7zp7aaJMsb6+vqM9lzX3dxNk8A1uVr7BY+TBAhKIGkibQECEGACLAVLwGKwGDyBTOAzjDTufmrohsxmenj5cXj9SQcEleF6+IQmjI2NSXjQbm9318zLN82cWQf3TMaQ53lRFCVJMjg4+IUvfGHPPff88Ic//IlPfGJ0dPTMM8+sVqtRFHmet/n0op1OEATm7Hm/tDOSmXfCTanzKUbSstPJfv6Ov4jWSqWuV3BdRGF43bU3cMZPeP1JQFaFnjF27LHHFotFIorj2Nxkpx6VglhWg2DgBYe9dOUDa1VaBXXVa6JY6FKSmdn1xDjIzfqmTt0rPXXFz8983Yn7Vyuu0tApCn6iKHj/RxYm+tCDDy1zF4O9C0UaCgWXgc0i9DBTZj0mzHUVRVGxWFRKmQyjyy677D3veU+tVjvllFMuuOCCSqVi+ntz2L5NXzS/awoh0B4Kep7HGFNKKaW2MMaw7Hg63ZMdbhKiVJNwHAdwrr/uxmOOOXa/5x983/13mL5amqajo6PLli2Losj8HacN1msUoXvhLDzi8JevemQjp17H7Q2brFToTRJJ4ADXcEAm2dqBMx4Un3zo4S/5HjiD44A4mDMyNBZ0e5W//AWHHgXmwgOkEGXmgdoTD3cos7aEjDEhhOd5eVDVcRzO+fHHH3/ZZZe97W1v+8UvfjE0NPS///u/3d3dc6hAc3fIrZ/RHuc8T4NCRz3Jub1ZPLfoLACR3/+5ZowcECEFsV/84nKAv/pVrwUhjmSh6Pq+X61Wf/GLXzSbTdd1y+XytH8vhQBOnxDBwsGF46Mo+CiXEbbgcPhedjbNJs7OOaREoQjHRRJDRChWMRaOEy3aa49PL99vxf9c+qqBBQDgex4UpMTOSAzblpKHaZqa8bFJ7OacG/Ootf7rX//64he/WCm1//77X3zxxfvuu++Ov+RZEkURY8zYwzRNhRDGXWRSMfJbSac4LTuXKaleDGASiIEUoKGRkSOPOGZ8LLnmqusPP3x/IVVQcADUarXu7u6tHlhAE7jUcBhIZz6PCfl1zq8gMIIDpClKBa11QrLoeRhrDpfLA0fs99N6XX3j+6cdcywcII2bSHVXtWuHm0Fsg2MmVyBjrLu7m3M+PDzMGEvTlHO+++6733nnncuWLbvttttOOOGEe++9d8df8mwgIuOAAXDJJZcce+yx++233znnnLN27VrP8zzPM6ELq8CnET11wisDQBoyUTGgN27csOrxtZVK6YUv3F8pBEGWyd3d3Z2mqclfSze7Aq7WOnSQUBq5DDwbBYI74A4cDpfBYdJh0oF0mXY4JFSxoIUcc7j0fUiF7uoApVjx4lc16/TnPz4MjShFoeAVKwwsmVVS6EyhHUeSJM1mk4jWr1//+te/HsDChQtvvfXWJEmIqFarmd2UUvkL81prbaIFU45mjBURRVE07Rk7D5VvlFKaMxKREOLBBx8866yzdt99dwCFQsGkHxx77LH59Zi0w86zmNx082K7fhHLVBRRStT+VTWRNhtjSaNEI4o2vus9f1vtdj/ykQ+1350lmkgRSSJBlBIJIkFaktYkiTSRJCEpFZRKSgXFghqCxjTViJpEKWnSkpKQbvkDFfG9Aw/4YTOh0YRaNKKpSRQTqa1fwyzZYSLMBWPcIQ8//PAHP/hBAJ7n/eAHPzBvGYkSURzHUz4upTRHGBsbyw815fhSSqWUkUdOHMed6s3V+Mc//vHMM8/cZ599zL2mu7t78eLFu+6664oVK0zG+T/8wz8IIdavX09ESZIkSdJ55CiKGo3GdvwelmlRRDFR3NaHIlJtuYRhvJGoedAh+4DhxhuvbzRaarYNXnccLyFK2pKXRMpIWrQvICZKNcWSapLGiBpEIVFoRChCWv0QvWD/Gwa6L/zjHykiSqimSWzabncIO9ISThHP2rVrP/zhDwOoVqtf+tKXzMbc/lCHCTIYjU05YLPZjKJoynalVC7I/KTGnD744IOf+cxn9t133zxXZmBg4G1ve9s111xjDJ3W+qc//anJs3vVq15lZnPnR261Wp13gSmCt2w3SlOqKdYUago1xZpSTUKT0kTNVvLXBx4uFKv9Aws0UZxGmqa5HW8RQRSSbpJKSSpjBtsKNPJrEjWJwvwuoEnoTKkxUUxakSKRUtSkT/xLjeO//9+/hpGmhGIpKQm3yThvjR0pwuHhYdN/i+PYtGMhxAUXXGD08PGPf7xTpUopIYTp5ecb80Y/rTE0n9pUGHEc33rrrZ/61Kf2228/IzzHcZYuXXrGGWdcf/31o6OjxlR26u3OO+/s6+urVCr77bffE088QURhGOb3uTAMzUfq9foO+F0sE2SNXlOoqampoSk0CtSKkog+8qHzgL53vOMMTSR0pGfd/UuJakRjpBukY1KCpCKpSAvSRmYhUUxaZDZTtbvE2qg0ND1SoShO6be/pR7vpy8+7OZWQjFRHBKJZ7wIc3kYS2VeN5vNSy+91ER13vnOdxrblY/ZjBSnGDrToe38b94X7dy4du3a++6776Mf/ejhhx/u+z7nPAiCXXfd9fTTT7/xxhs3N4xsNBpGWuPj43vssUehUKhUKn/961+n7Jam6eaOYNkeNJEmpSnW1NBU0xQaBcZN0jEdeei7K/5hv//NfbWa0JQqatHsjKHIbJ2OSalscCiniK2jF5zbycxUNogaRMoYzdXr6AX739RX+NEdf6EwoTSibFi5o9lhIszNSKvVMi+SJDHtuFar3XbbbSaLbcWKFcPDw1M+a2ZpbLrRJOVM6bIODQ1de+21n/zkJw844IDcvbR06dIPfOADt9xyS6crRQgRhqHxshhvTWefXmu9YcOGo48+ulAodHd3//rXvzbb165da17YMeHOQGsjhFRTMxOhJi1IR7T6ITrq0E+85PCPtsZJq2yfWYqw7fjRKhNebu7M2c1Dk1akJWnZKUVFNEI0QiSMCOspvf8f6x6+89UvhHFIWpB+hosw7/LlU6HzLeZ55cqVJhf+LW95y1133dVsNnN1dVq5TnOaH9zYrj/96U8f+chH9tprLyO8QqGwyy67fPKTn7z55pvz3TbteZr/5uJcs2YNtd2exp172mmnGc/NhRdemH8kTdNWq6Vm7RmwbBFNWpHUJElJakqqSYqlJplSNE5fO+/h5y/9+Ef++ddxg6SkZtKI5cgsRUht2RHpScZPUiopFhQLSgWpTHq5KzUT4Vqi9dT23jQ1XfMr6ite/OoVtww9SVJRquqzv56tsyO7o3kfUgjROajLqw888cQTBx98MICDDjpo9erVuanpFKF5kfdIoyj63e9+96lPfWpwcDBPkth7770/+MEP3nTTTfnOWxhDGmNo/mssobmYfLyXJMkZZ5xhVP3FL36R2tne5q0d+PtYiHK7pDTFkhqCYkGUCAprdMobrux23/e/P4hlRFKaXutsLeEk4WnKwxJKUiopFNkj02HWXmXbTUMjRGOkSGhq6LBFVGvQvkt/0st+ev+fSUiSVNO046NWO1KEWyAPJKxcufLNb34zgL6+vptvvlkpZaSYd2LNizRNr7/++tNPP32vvfbK/ZzLly//5Cc/eeONN+b62YGW6rvf/a4J2Z911lmjo6PGICul8rBKblqfHmV2joqFEJ198s7+fOcAez6gSKWkUtKiVh+WFCYUR0R1Qasep+7SWUsXfX58mERKUpCUuh3G2HZ0+1lnPiGRO2M1EZEgapAWWTxDE2nSgoSihJoNakWSTn/3PbsWbvv8xyhKKaJEP5PjhJvDlJE0r82L+++///TTTzc6vOqqq6ijK0tEd9xxxxlnnLF48eI8r3rPPfd8//vff8899zz++OOd4zSt9Q4UoaloMjg4COA973lPvpE6Bofr1q0zX+Fp8NmYAa2J0HQq0EjO3BqMuZ6S5PCMRiuSgsKQVCpEQ1KzQbUmqTrRf/8XBfzrp51yXRSTUKSNe0TtlDFYBynRCFGYRSgUaUU6JSkpptGERpqCrv4lDeDGF+7zaCulODeeO5SdLsLcpORtRWtdq9U+8pGPAGCMvfvd7x4bG7v88ss/8pGPdE4CXrx48RlnnHH77bdPe9idNFr7+c9/PjAwYBxIZvRo9NZ58XPiNe38vuZGYLYMDQ0R0bp1657+S9oWFFFCajxzRUoaG0nXt0jUJR330qEirrz0Uoo1RTrS1CRF6c6Jy3WQEo0RhVl8X5PxEklNMQ0nNNJUFEe0bNEfyrhg5WPUop1yw3uauqNJkuS+EBOvV0p98IMf9H3f9DZ7enpMNbuDDz747LPPfvTRR80HtdZpmqZp2mg0oihK0zSPWOzYSHpuV2+66aZdd90VwBFHHPHAAw+Ya55yrs0NQXcgrVYrSZJO7SmlWq2WMcuNRiO/u80nL64iikmPmT5mU1CtpsZaRCsfo4XFu3bvfmjNUxQT1dJ1mkYy3+ZOF2GNKMzS3DSRsdZEgkZG41UJUZzSe9/22C79X/73L1/R0snOuJynQ4R5d3R8fNy8yAd173rXu9AurnzmmWfmcfM8bcXMH+s8mlHLDs9lyU9HRGvXrl22bBljbM8997zvvvvMDq1WywwLpyT67CTyb50kyfj4eGefc+XKlY888kjujjI3pp19PTsG1c5akSSlFpTGRC2ii74fd+FPrzuKoohaiiI1RjSWJXPuhDFYByJLoMlcqopIGEeOoJGNrUcSErGiK39Bixe8d9mBr0hIzVcRbmq1TOvZuHFjvV6Poui6664jog0bNtDkvLbOmL5h5wkgzyY3l7dq1aqXvexlJgf92muv7byYjRs37owL2BTT9c0F9vDDD//4xz/ebbfdAHR1dR1++OFPPvkkbZLb8IzGuFoSopTSmGKdxkQba/TWU/846F//lbMpjikhkqSImkQjRKO0E7yRHagskTVz1KREsSalKRU0KmgspSghWr+BunpXgFUeWfP4fBUhEZmyLkQkpZwSrDfRgs4unxCi0Wjk9tNE+aYMAk1hmNx1uUMwOsx7dxs3bjz55JMB7LHHHhdddJHRf56OtwPPOy35ZaxZs+bb3/72McccY+r6oF0xvqur661vfau5I8yf5B5FWpjenlaUkIg1PXAP7bXkkr2XXP7APRQlJLLpDqmm9YrWEO2UnOkJJuZqqLYIU01xQjVBzZhaJqJ44pvfBe6e/e+fm5ci7Jyj1BmaM6LKO3hmu3H3TelfTXHWmylOO6k7Sh2uFzOO/cAHPgAgCIKLLroov8inIYjfbDYvvPDCl73sZXm9rO7u7oMOOuicc8659957zz//fLPxTW9608MPP7yzL2bHkRKNkWyQJK1IUNqI6Zbfk4vvHLL/RVFEjZAEkVKm3zFGNLzTRag6RWi6o7GmWFJaj8YlpTG1BIXXXHulXynt+fznz0sRznfCMPzWt75lRq1nnXVWPnUj12Ee4TS3mM6Mn84pkURk5vWb13m/2txichs7PDx80UUXnXDCCXl0tFgsrlix4vzzzzfOqjyx4Z577jEBlaOPPtrocMocyM6coTmhc7Ko2SJ1g2h9K1pNisKYBDVjRW969Zpdy7//nwvjNRsoIYq11EREKomb2x8n3Ap5XtukbSaWmEUXG8mIpOGmXOOXA+YVHnhw5ZQJTds/6dSKcOskSfKtb33LzAb++7//+7xx55l3o6Ojpo9t8lSnGOop8cxOO593DUZGRn7wgx8cd9xxeZ/Tdd2XvvSlX//61x966KH8s3EcmxYwPDw8NDQ0NDS0xx57dHV17bfffo8++miz2ZySqzS3dGZQZS9UnegpoqEoIqlotDneaNHyxb/2cdE9d1FCJEilFGYzmNTO945OSS413tF2KF8TCalT1dQ0FNP6t7/z7wDv058+K/92O6o7ZkW4FfKWdPXVV/f19THGjjvuuMcee4zaU4FzgW2auSKlbDabZvv4+HgYhp3jXjPQveiii4499ljOualWHATBcccd9z//8z/1er3zyGZ2mPn42NiYeSuO4/Hx8b333tsMFB966KHR0VHzkTRNd9IM1JnTOarP8jGoGelHBY1KRUJQoumKK9Yt6frm8S+5JY6MCOOEaqmMTLKZTnd2iIImAiG6Y3zYfh2FgkhE6QZNteuvvxZwDzzwYGr/+bIDbLcUrQi3Tv6L33nnnb7ve573mte85pFHHsnTVnKPbrPZNNM1poT4prB+/fof/vCHr3jFK9Bef65arR533HE/+tGPxsbGiCiKonq9vjmbZk5ntG1cyieddJLJff3Tn/5kXDXPhHS2vEpIntavSUiKx8NQSBIJJYL+5cO/6PL/9T/OGU5SiiUJiiQ1pdRaEimKmjs/gV5P/5Ci/UyUpE2itNGo9fX19fX13X///flXM3Hs7dShFeGMMK6aMAwfffTRww47DMDBBx+8evVqM/CjtjDMnyT/VGfJDyJatWrVF7/4xXwGVqlU8n3/JS95yQ9+8ANzkC2MLkyf1nSBjPiNmTVvNRqNf/u3fzOHvfjii3P5ze2wMB8553FdrUkKEimNj1GS0tgoXf2r9O2nXHnzdSRSClMz1yHNZjZo0mqnd601Kd2edTFFhEaHeX9Vyfitp73JcdhnPvMZ89n8PrudISIrwq2QR0FyRT322GNHHXWUGbbdeOON1P4bGCNGRGmajo2N5b3B22677etf//ry5ct7enrMpxYvXnz88cdfdNFFudUyQRpqT+DI1dg58Mgno5j/mv3NZ4loaGjoW9/6lsl8MK1kzssC5CVI8jZaG6UH7qDxdZSkNFqjdesoCWnd4zSynsIWpTqbcCRTkkkeuNu5wXpTaGPiLB1pOkII0hQ1lZlwKEV4zTWXguHggw/Ovs4mtcu2DSvCrZMPtJ566ql8y8tf/vJddtmlq6vrsssuo3YOZ2cHctWqVV/5yldWrFjR09NTKpUKhUK5XH7lK195ySWX5HVAaHJCwoQDo50Kk4dPO5NvO/+bS9G8vvDCC43OX/WqV9FcV4vL3b/5pT58P3XhS8ccdu2jqyghShQNb6QLv0l9xY8OrTPFXurNeIOZcZvGyc4XYappTNNY+0QdJpGESFtESpiiUIKI4mbryaXPW8w5v/POO2kTf/g2Y0U4IzadIRlF0Xvf+17T4r/97W/nb61evfr8888/8sgjq9Wq6R8uWLDgZS972SWXXGISXKgjqpEHJPODNxqN3IROKSlgmnIeSs1fm6aQ1zG47rrrzKnf+MY35rePHYTqeIgsfrDpgIoUkRAyK6YkVSxlaq7zjzfEe/f/poBLzjrnL5GmkCgSdPF3aFHXFx99mIQmTWEs1hMJ0iTjyKhikzOIidDFpFB7PPuShKmmmqbatCJMkyaRypLOYyKKiWpvOfUkAF//+tepbQBHRka282e1Itx2xsfHzzvvPJO/8uIXv/iEE04wjkpDf3//Kaecctlllz3NaW5EdO2115r6A0ceeeTatWvzMeREvG52Y5hO4eWFycKsLFKuR2O3pMk7aSo9SlQjaqSypik1Q6+bbm51Fb73sQ8Sw3//4UaqEdWJvvkVWtL9nXVrqRVRIkITo4/Cp0hKo3E56aFkVqlNZHqXecd1PdH6WQb3s3IYUqb5uKPVMuP/ZprG55577rnnfj4bHJLSlPzkJz8ulUoHHXRQngi9/TmDVoTbiOl/1ut1MyvfRNVLpZLruieccMKll15q/JaGpyda0Gkeb7/99oMOOgjAYYcddvfdd5sdpviNZswUEeYKbBKlNKlMC5EWpMIwHCYKhaq3s8DUxrHRZiv68+2yWvnmr66iI1+06sQ33zFOtGqYLv0J9RX/a+MGEpK0JiGbabKG9DBpQUJqEoKUbJ9BZoUqjKo7o3wx0dDsRTjRZyaier2e/7derx9xxBFm7aOhoSHTWzFzO3t7eznnIyMjWmsjxe2MzVoRbjtxHBtf5Ve+8pUlS5bsvffen/70pztn/ZvpSE/b9aRpatyhRmnr1q07/PDDASxbtuyKK67InQfblHDb2QXtqNJJSrSMLVKkmmFzTStcb8ZPSlCaklIUJplOpaYbbop6+7567U3086upvPD953/nvlpCP/ge9Ze/effdFCYkJWlFSaxJS9KCKNLUlBRqUpJI647HRASx8+6wLWNI0580P50QotVq/fa3vzVZE3vttdfVV19NHaPrOI5N0dq3vvWtue939r/nJKwIt5F8JKCU2jR/esoY8mmwhHlTqNfruRFeu3btiSeeaLK9TWMyeeHbemuYMiBsjwmV1pTkHVRNFMckFUlJUlCSUBxRrU4ioZtvoq6ur//qGhqN6a3v/fmS3T8xMkLf/2/qr5y/bgPFRMJUCVVkhsNhVJ8kLU3aVKCYGBxOuE0mRdtniVGgef7Qhz5kujbveMc7HnvsMRMGNHeuNWvWmABVoVC4/fbbW61WrVazaWtziZntYVq/EMIYxs4dZJunIZVs05nHeb3J9773vYVCIQiCvA76jktAF8axIYlSRXFKcUqxzKpqj9YojmlsI137azrvrJErf0p33kxl9we3/onGYlq1jpYt++EZ76afXkjV4LMbxqlJ48NhVIspbfteomRyRku7YH67kHZ7cQhNlJcwnKUIzY9m7kqPPvrosmXLTE3AT37ykzS5ZMHvf//7BQsWeJ5XLpfPPvvs+++/32zf/jusFeE2srk8iU2L9j+d5LFKY/FMIEsI8dGPftTzvGKx+KlPfWrb79ybuCk1kaDRlMYTokRTIilJKUkojikJ6bo/0P/72P2HH/idAP9SZP/v3/5l9Jbf0YLyz/98Cz01QnVJX/sqVfj3P/Qu6i385wOrKCQdEcWaQqJa2jZwqnPgZxRYIxojGssmxVPmntnmuqAmMPvd737XJMT39PSYXHnzQzUajccff/yLX/yi8TkfeOCBDz/8sHE7G+kODw/bjJm5YVOfmCnN1LnFJHNHUZTHJJ4GHn/8cfPCRERyJ95FF11kakZ+4AMf2LT+8tbplF9bGFpTQqquorEkjYnilIbW0i9+RGd+gHYr/W7AuWJh8eLd+r/9ypf++BOfvO3mW+iGG2jXvh//5kpqEo0TPTVEr3vVDfv0P7TAv37jBrrnAbrlTzRep4hoVNRG07ilFVFKOu6QourQoRFh5kLVkvTsE77jOE6SxCxeVC6XTzvttPHx8ZGRESOwkZGRJ5980iwxZn66zp90fHx8+3PWyIpwO+mMsBs6Zzl1ztbf2XRO3ciTXfPpmqbL9POf/9z0td75znfO+gRTFChNiQpqxhQJqrfo//6PPvz+2w7b7+IFhR8OOFcsKfz+sD1v+9czwmt/Q/UmNQW1iP50pxjs+fgfb6KIqE5hpOn/fkeLi1f2sF/edzedcMKPe8qf/dw5Iy1BLaK6No7OkKhGOs1OLadYRbO6i6C2w2a2Irzrrrte/OIXAxgcHDznnHOmZB1ec801CxcuNJM5b7nlFpMVTEStViv3wG26kNFssSJ8lmPaSm6KL7vsMlPG6sgjj1y9ejV11FY1d5M4zlqhqaZlXkdRksRZXD4OKWxkImyM0XW/po/8c3zQntctKF7ehYu72XePOvTKj33w4Ttup9ExilJqxNQUFBHVlLj7kcdOOOlDf7l7NCYaTyjWND5OXzq39pIXXnLfvXTe5x5bUPn+YPHSE1/3x5UPUzOlVkqa0vH6I6TGiUTUpKRJlEz4YohqROuJhohqxiQmyTTDb/NFcgtmhKS1/t73vmdW/12+fPmf//zn/IubOSumMKeZ13LvvffSdociNocV4bMf03SazaZJG1i5cuWyZcsAHHLIITfddJPZp1ar5eNJIVQYxqZgbKPRyF2pcSRbTUmKZEI3XnfvB9939mEHvnfZrt/rdS/twk+PWHb75z9Fd99K4yM03qDRRua4jIiithOzLuINYyPG6bJ+oxaKEkljo9RsUpzSeI2uvYYWVr+/sOuivZdefNlPqD5OMpvNJGr1YSIiRWmTxEQJqAbRU0RPEK3PSsUQUTszwVR1yCvfRlFkegTNZvPJJ59829veZtYRevOb35z3WZIkGRsb27hx40EHHWTcMO9973vNMXdep8aK8NlPbgFye/jXv/51+fLlXV1dy5cvv+aaazr7YGE4xdeniJTWUgihFN15x33vO/1jg/17AD0Dvfsu3/NNB+7zpc99uv7ogxRHFCYUK4o1xcZcaWrJrLZ1KEhIEmYhCk1xQlKR1CSIEkmJpkRRI6bROjVa9NY33Vh1/nOR/9v3nUYbVtLYOpKSWmlD01AjXq0pCyJqSUQp0ZCZKJylmLXrTW9OM41G47bbbtt33305567r5guQ5PtfcsklpqzBrrvuapY5yWeB7KSceCvCZznGvmmtcwWazmer1Tr66KNNHfQ///nPJkek1YrMLJ56vVmr1UxIcMPQmt/89qpTTz1lt912A1wg6O9d+sIXHHvOZ755x59HREhxTImgWBmLlyYkQpkKolDoSGiT5hKnlESkJcUh5SscaU2J0q20Mdqsj9Uo0RRSmhCNjdCF36D9l9xQxM9e/YLHbv09jWw0Yh4S9NSakcclkVRGhNSuy9Ywg8Y0lVOyfM2YzXzrJEnOO+88E4hfsWLFqlWrqGN1oJUrV55++ummhMIpp5xiqo3l8wZ33rwwK8JnOXlWR34XN+3JbD/llFM8z+OcX3DBBdkIsO3baLVaP/vZ/57whuN7+6qMAwwAli1b/plPn/uX2/5aG1OmWFOqqSUokSQUCU1hVi5NCd3SE9E882goGU2kuQmKI7Nwb02SkIKaDZJEa4ZGRUpRne69g046/tp+5/JF5V9++QuNeotiopoeSqgxGm40CTSTJsVv4hrNKxKYL/vEE0+88Y1vNH7Oj33sY0aW5rler99///1HH3207/ulUuk73/lO3g/XWpuAxM5zcVsRPvvZ3CwN8/rcc8817fJ973tfmsqx0cbPLr3iTSefumjRIgBg6OktP2/3Jf9+3jkPPHgvEZGmsJWtv9loCEmxoKYgCuOJZJckSZRuh9R1jdQo0QjRkFYbSVPUIJlkqzoINa5oo6RmEpEW1GylJgdOSnriCTE6TGd+VPQUL/Gdz5944pUPr6Kh8ayva1JJdZ7frfJoftar7OxjK6X+8Ic/mDDgHnvscfnll5s7zvDwsPllfvaznxnzuHTp0ttvv33T+LuJ2u+kYaEV4bOcPCMkHxlSR6aBaannnXeeWYGjt7e/WOgK/Argel5w5JFHnP+VLzy08j5NkVStVjjebNZ12+woQUlMw2NrYxoxGZ5CxUREmlQ+MUiRjlOdhKQSopBUnahGFGc7UCsVG6TeQFTTlIo0iz026nEiUk1KaFq9ni7+Ke237OrdFl6zpP+K639Po6M0UjciTCcmUigiahLVpAhp8mp5d99999e+9jUAnPMVK1asX7+eOla/a7Vab33rW81t6PTTT88zEPMKtE/DJBgrwmc/uXsziqLOQgGd+Qbve9/7ADDmeG7xwAMO+/S/nXPffX81Y0KponbSdmZntKIkzvyW7TV3G5oaRKHSsc4XoM5tVPZfSZSG0RozfpNpHnavETWkrhEJUhRnI6+YqBlL0SKqp3T3HXTs0XcPFi+psC+e8+l7wtiIMJ48kaJB2fTciYLR999//zve8Q6jsfPOO486SmAppW6++ebdd9/d1Fm//PLL8/5nXqjaKNmsg7Ktc1C2jhXhc53cVN5www3nnnvu44+vbjSywU+apmkaT57L2/lJ809nPndHmdBpCyhl8/dyx4nokHfHFOH2YTWRVLRxI4mY0hZ96XN/OvyQ0194+GnL9nnxnXfdL7XKKzIpZY4cp2mcT2X+0Y9+ZDrVe+65580332ysnAkDEtFXv/pVzjmA0047LZ/tlS+k+XRiRfgcJR/2dCZetVqtVqvVWb/4aVj6Zktoqo1m47/xESJJt/3pod2X7u+73UsWP+/fP/9FE5qPohaRarbGpcq+1FNPPWU6mZVK5Q1veINxbOZdzbVr165YscJ1XQDnnHPOPffcY7bnrpenuVqkFaGFpo2qdSpwzlLSNZGi8RGqjxFJatYpbFIc0vvO+BfAW7J46SmnnLp+/frOCVZpmhpLeMABBwwMDHzuc58zR8qLMl155ZWmCzo4OHj11Vd3frUdvt7eDLEifI5ihkZTVt3JR48m+7Sz0NvcXKUmZYLyiqJWprU0IdJ09VW/7e8fNP7Mq676VZJERKpWG6O2xbv33nsfeeQRU3/VKK1er3/84x83gfgTTzwxL/nTOVTuXFj6acOK8LmLmeExxcp1rsH69KzEuBU0xdGkcqC18dC8vuee+0wBZQDvf/8ZzWadSHWG1Dsje2vWrDGJ2l1dXWeffbbZrdls5vt0DgWf5lWurAgt2Zot+SrcncKb4kR9+lGSSNPoSN0kZ9dqDSJSiprNkIiSJLngggtMtdVjj33FPffcRUSds93N6O6CCy4ol8uMsWXLlt12223Dw8P5YjWd55qrlTysCJ+jjI6OzuR+/0xYYSbPLDdJP/niViaONzY2dueddy5evLhcLheLxQsuuKDzs81m80Mf+pDrur7vn3LKKU8++WTupMmFmvtLTS3zp38NDyvC5zSmQE5u6/Iq4PmA8BmwDLAiEo2GSWRVZuyXB0LyaMTw8PCpp54KgDH22te+1my/6667zKIDXV1d3/zmN42G8+53Z1Esmrxa1tOsQ0ZEsFieoWhAA5Slrna+ocE5B7gQwvM8ABs2bHzwwQdf//rXEhHn/BWveMXPf/5zAC984Qv/67/+65BDDnn6r36GWBFansnkIjRMSDEXoZTSRPwAjI/Xo6j18pe//NFHHy0UCo1G42//9m9NXQ9T2uOZiRWh5ZmMEWEO3/S11tokvhjCMGSMvelNbxofH1+2bNmFF144Pj5uluJ5xmJFaHmGozfZwgGYdmsqZANQShExx+GMIUmSIAgajUa+HEir1TKrFTwzsSK0zEuIIKXiHCb4nhPHcaFQyJ9d1x0bGxsYGMjl+gzEitAyHzCumckOGiJIKRzH6eyO5kPEer3uOM4z2QDmWBFantlsrnm21WhihsYemhdRFLmu63keY6zVaimlzITdZyxWhJZnNtM2T4YkEUHgZbsQdfY2c1eNGRwCyMMYz0ysCC2WOYZvfReLxbIzsSK0WOYYK0KLZY6xIrRY5hgrQotljrEitFjmGCtCi2WOsSK0WOYYK0KLZY6xIrRY5hgrQotljrEitFjmGCtCi2WOsSK0WOYYK0KLZY6xIrRY5hgrQotljrEitFjmGCtCi2WOsSK0WOYYK0KLZY6xIrRY5hgrQotljrEitFjmGCtCi2WOsSK0WOYYK0KLZY6xIrRY5hgrQotljrEitFjmGCtCi2WOsSK0WOYYK0KLZY6xIrRY5hgrQotljrEitFjmGCtCi2WOsSK0WOYYK0KLZY6xIrRY5hgrQotljrEitFjmGCtCi2WO+f+vZHZoWk3YhAAAAABJRU5ErkJggg==
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=c1nc([O-])n(Cl)c(=O)n1Cl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC1COc2ccccc2N1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C(c1ccccc1)c1cc(Cl)ccc1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCOc1cccc(N)c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABFnUlEQVR4nO2deZwcVdX3f1XV62zZd0hCIIGwKhBAEMISHkAEgqAoIAKirAI+Ai/6qhAeQWVRREUQFB8QBEIElF0wasK+hSwEspBMltlneq2u5da95/3jdFeKCZCEN0llJvf7mc98aqqre6qq63fPueece69BRNBoNPFhxn0CGs32jhahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEWo0MaNFqNHEjBahRhMzWoQaTcxoEW7XEBERSSmFEFJK3uk4jhCCt33fJ6LweD6ms7OTN4QQQRDwS0EQ+L6/Vc++v6BFuP2ilCIiwzAsy0omk5Zl8f50Op1IJJRSQRCkUinDMMrlsuu6AIrFIoBhw4ax9pRSiUTC8zwAUspUKgVACBFqWLMxaBFup7B9i1o5AEqpSqVimqZhGEKIRCIBwLbthoaGTCYDYMCAAQsXLjz66KMHDBiQTqf/9a9/eZ6XTqcrlUo6nQbQ3d2dTCaTyWQc19RX0SLcTlFKmaZpWZZSSikFgIiUUnV1dUII13XZrCmleCMIghdeeGH69Ol77bXX888/z9qbPn363Xffnc/nWaKO4wwZMgRApVKJ9eL6GFqE2yksPEZKyX4pmz4iymQyhmG0tLSYplkqlW688cZJkyZNmzbt73//e2Nj40477XTbbbeNGjXKdd1LLrnkggsuME2zWCxms1kApVKJraJmYyHNdonnebyhlGIRRuHu4pIlS775zW+Gitp7771vueWW1tZWfnuxWPzrX/9qGMYOO+wwYcKEpUuXchQn/GTNRqJFuJ0SBAFvhApUSuXz+UKhQES/+93vRo0aZVlWKpVqamo6+OCDZ82a1dbWxkeGG47jLFy4cODAgQCGDRv24osvElGxWNzaF9PH0SLcrlFKCSF4u1QqLVmy5Pzzzx80aBCAVCo1evToiy++eMmSJURk2zYR5fN5Pj7UcBAE3d3dJ510ElvLa665JvxAzUaiRdhPYFeQiDh3t/4BQRD02s+5QSIql8v33nvvYYcdxkJKJpNHHXXUzJkzi8UipxD5+EqlwhtSSv6o0IoKIW644QbTNAGccMIJ5XKZDxBCOI7T6+29+Eh/eLtCi7D/IKUMpUhEvu97nuf7vuM40f1SSqUUu52LFy++5JJLhg8fbllWU1PToEGDLrjgghdeeKHXJ7uuS0Se57Fa+BOISCnFGuM9r7zyyvjx4wHssMMOL730Er+LYR/VcRx+oyaKFmE/IZSZ7/uFQqFcLn/kYaVSiR3Lhx9++Etf+hIn9NLp9L777nvrrbfmcrnwSMdx+EjeDu0hq2jGjBktLS1BEESdTyHE4sWLDzjgAABjx4796U9/yvvDjw2toiaKFmH/oZcjKqXkShf+kxWVy+VuvvnmUaNGsevY1NR03nnnzZ07N6olx3Hy+Txvu64bRjvDY2688cb6+vo99tjjzTffJKJiseh5HouTfc6rrroKwKBBg8444ww+gVwup23gx6FF2H9wHCc0gLZtR/tg5XL5ySef/PKXv1xXV8e9vnHjxv3iF7/g4zlfL6UsFouVSqWXWqLhU8/zPM9777339thjj2w2a1nWzTffTDUTx2+0bdu27b/85S/ZbDaVSu2///7z5s3jTwi1rYmiRdhPCN3RSqUSmiwhRGtr6zXXXDNx4sT6+noAmUzma1/72uzZs8N3fWQUx7btUqkUfk6YAIwazLPOOosL3E455RTu7Lmuyzrk4999991ddtmFNf/4449/3JnrwIwWYT9h/RT5888/f9FFFzU2NnIdzMSJE6+55poVK1bwq1Ghhu8NgsBxnGhARQjBugqNWHd3NxGVSiWl1N/+9re6ujrLsj73uc8tW7aMaiEcjtNUKhXHcc4880yuZbv66quDIHBd1/f9XqrTItT0E1gwXV1dd91117777ssmCMDRRx89c+bMUFosP04zfMLTHzWS/Bbf90PpdnZ2Ui21+JnPfIYjog888ADVUoihSSyVSjfccAPr8PDDDy+VSlFbrSEtwj5HL9l0dXWF26+99trpp58+ZMiQhoYGACNHjrz00ks7OjqincMwN7gZaW1t/frXv845xv/+7/+mSEqQfVQimjNnzsiRI/msXn/9dT6TUIp8SqHVDVMg24mF1CLsk0QzEMVi8Y9//OOhhx7K9dPJZHKXXXa5//77+VXbtkODxkMEN2+U0vd9zgHedNNNfAKHHHJIe3s7+5ylUokPy+VyxWJx2rRp7Bvfdttt7AOHMotmMqP+8PaAFmHfg/PsSqkVK1acfPLJe+65Jw+AyGaz5557LleZCSGijzWz5UIgHB19+umnd9xxR9M0J0yYMHfuXH6ptbWVDSM7opdddhkPIz7ttNM6OjqIyHXdUHX5fD487WjSsn+jRdjH4F7WhRdeOHDgQMMwuNd34IEH3nXXXSwwDpwQkW3b0a7XlkvTrVmzhmo2raWl5cADD2TX9Nprrw3POXr8rFmzkslkY2Pjrrvu+tprr/F7uWVhKpXKdmUMtQj7HmeddVYqleIhf2eeeeaiRYvWPybMnjO9FLgZBck1AFzRxu5uZ2fnjTfeyK7p17/+9bVr17LFi/Lmm2/utttuDQ0NiURi5syZLGAO9hBRd3c3i3A7qbDRIuxj9PT0DBs2DMDnP//5np4e7lnxGL+wAxZuFItFrtvu5YVudqvIUgyLVHt6eh544IEdd9zRMIxJkya1t7dzLTjXsvIxnZ2dX/3qVy3LMgzj0ksv5XOOlr+un8nor2gR9j14Rqa1a9fyn2xnotGX6MFhpHELwaN7o/+OzZfneW1tbUOGDBk0aFBdXd1DDz0UfRefkhDiN7/5DRevHnXUUR988AFfDvchtx+PVIuwj7Fo0SIA48aNo1p+IhzKQESe54Vpuq0ZmCGinp4e3ghL4bjC5pRTTuFW46KLLuLcIysw3Hj77bfHjh0LYPz48WFQNzTm2wNahNso0VEL4RgiIvr73/+eyWSmTp0aHsl2gw9QSoV2KUy7xQU3Da7r/uIXvxgwYACAz33uc6EBp4gOV61aNW3aNAB1dXXXXHMNO6K9Tj5saPqfhdQi3EYJJcTV1eH+O+64I5VKnXnmmdEMW3Nz84IFC9h6cA8wOpo2Ftrb2ymSBnzmmWd23313ACNGjPjHP/7BZeKcyudWw/M8dk1TqdQXv/jFsIvYyyRy9dzHDdTqo+jZ1rZRePpdKaVhGIZhhPuXLFkipdxjjz1QmzXUsqy5c+fus88+V155JTuopmkmEolwMt9YGD58eGdnJ5+54zjHHHPMo48+On369Pb29tNOO43HXhiGoZRqbGwEkEqljj322JdffjmTyTzxxBNTp06dP3++lJKrf4rFYldXF4BsNus4Dhej9x9ibgQ0G4eUkq3KiSeeCCAclMAdv8svvxzAj3/84/B4jkPGcqoMx0uVUmFfsVKp+L5/7bXXsq5OO+201atX80tRo93c3HzQQQcByGazDz/8MNWiOEqpUqnEPd5+NqGbFmHfIAx+7rnnngDefvtt/pMfx5NOOsk0zdtvv51qhSnhoPgYCeUXHRnsuu7DDz+8ww47AJgwYUJ4IWEnkLt83KwAOPfcc9f/TC1CzdbgI8cZKKV4KrSWlpZwDxFNmTIlmUzyjIPRT4h39sGwdC7UTGicV6xYMWnSpJEjRzY1Nf3sZz/jiXD4JY4zKaVuv/32wYMHs1ZffPFFx3HYF+DeZn9Ci3AbJTrGjzd8329pabEsa/jw4dGpCoUQPFCoubnZtm0OpX7kUN2tSXR+Gt4IgzF8hp7nnXDCCXV1dalU6oorrmCB8cFhMGbOnDmTJ082TbOuru66666jWt1sP0OLcBslqj3eKBQKb775JoA99tiDInXP+XweQGNjI9WikVLKcJB7XEQnJqWPGp3Ef956660cedpjjz24i8gKDAdDNTc3jxw5MpVKJZNJLjTtf+jo6DaKZVlsDJPJJK89lk6n33nnHQBTpkwRQliWlU6npZTLly8HMHnyZAA8fZOUkl+K9/yjGzwRBm/wiRERD6qYPXv2brvttmjRokMOOeT5559vaGiIrkIzZsyY1tZWy7KEEHPmzIn3orYQWoTbLqyokFQqtXbtWgAjRoxIJBI8ME8ptWrVKgBDhw4Nj+THPZrY2KbgNsU0TR4CMnXq1BdeeOGUU05ZtWrVMcccc/HFF4fLRXmeZ1mW67p8LZ/5zGfoo1Z06+toEW67cHEzAMMwOGH47rvvWpa18847hwIzDOP9998HMGHCBN5DRKzeXhredkilUrwmFMsMwKhRo2bOnPmjH/0olUo9+OCDCxcuLBaLpmlyPrBQKEgpBwwYMGXKFLaE4fLA/YNE3Ceg+VhC3zL05ThTP2nSJAAcmEmlUsuWLUsmk+yO8sPNbzQMg4i2QXuYSCR4tASv90REpVIplUrNmDHjyCOPXL16NadhAPAqiLlczvO8HXbYobGxkUWrLaFmaxCuH0hElmWxrtgdHTduHB/AAlu6dKkQgkXY6+ncBh/WcrkMwLIsDtUAMAyjqamJzf6BBx548sknA3AcB0A6nQ6CoK2tDbWrZic83mKgzY4W4bZO6FXyqLz6+noeT8irUksply5dCmCnnXbiw7ZB0xeFy2VQc0p5pmDU1GUYBgdmstms53mFQgHAsmXLAOy2226+77P8+pkItTu6jRJqicOJlmWtXLnS87zdd9+dZ9FmcrlcW1tbXV3diBEj+F38Rl4NO5Yz3yC+74cTc7D2ABCR7/uZTIarzzOZTDqdZn913rx5pmnusssuHDLtf2yj35MmatA4GtHe3i6lHD9+vGEYPIUugEKhoJQaNWoUTycRsg06oiFswwFwSQ3vNE3TdV0ASqlMJiOECBe+X7ZsmWVZHP5lD1YHZjRbA37OQkMBgPOBkyZN8jwvk8kA8H3/nXfeSaVSO++8Mx8TWr8wO7eVT3tjCNsXlmIIjznknaFQASxfvlwIsd9++6F2RdvmdX1q+tXF9CdYfmzQ2CNdvXq1YRhjx44NrRxnDn3fD/MT/Q9eoyaZTPKi3IwWoWYrERaXsFnjWdUmTpzIZpDjh8uXLzcMY7fddov3VLcc7e3thUJhyJAhw4cP75eZemgRbstwex8EAYdbOArK07EA4N7U8uXLTdPk9XH7Ja2trbZtjx49mrOL0CLUbDW4T2hZFovNdd3Ozk4AO+64Ix/A1SScvu/H7uiaNWtQqwfqf/JjtAi3UcJENocxWlpaPM/jAXg8pRp3GlesWAGgH1vCJUuWAOD5acIS8H4WHdUi3EYJ89GcHHvvvfcA7LrrrtFjWltbhRBDhw7laVr6Je+++y4A7vT2sxx9iBbhNgoPI0DtyWtubjYMY9y4cVxymUgkisXiypUrk8nkmDFj4j7ZLciaNWsMwxg9ejSXsPNOHR2NB17ngGePDXeGqd5+CT9qXLK8ZMkSpdTuu++eSqW4a1RfX7948WIhxN577x3ziW4OPi7yuXjxYiL67Gc/y1EZbpg4Mtxv6DPJeqVUmLlmHZqm2V/rmLBe3VlLS0sQBBwaZYNARM3NzYlEgjOH23jJ6AbpdQn8Zy6X832/oaEhnU5z7p7HlPSz773PWMJo7QgP7elnPsn6sFkIBzEB2H333UOLkUgkFixYYBgGBy36OtGLZZRSzc3NruuOHTs2nU6HNbFYr9Smr9NnLCEAngw3HNfTvzFNMyyXAbBy5UoA48aNU0qF8YnFixcrpaJjfPsu4SXwEC1m+fLlSqmJEyeuf1h/oi89zdwr4IcyXPk57pPa4liWxWtNDxkypKmpicUZ5i0SicTw4cPjPsfNQNjo8ExQvJPLZXfbbTeeFQq1MFU/Sxj2JRFGi3qFEP3eIw2HxvOzOGHCBPbDuTHK5/OlUmnQoEHRosp+QFRg7IRPmjSJiKIVfP2s8e1LD7Hv++VyWQgBIJVK9desURS2eIsXL0YkScg7ly9fTkRjx47tNyIM3e/Q2Vm6dCkX5VmWFQ2f9rOvvi+JsKOjY+nSpWvWrGEzCIBHoIHW+wEICAAfCKAkAKjoq9s+4dx+RMSlW6NGjeI9/IzyzhEjRhiGwQ1T/yD0bnzfb2trMwyDpzbm/f3MEWW2kgh75ffCnWHCh2dBRW0OkihCiM7Ozq985Svjxo3bd99999prr9mzZwOQUmYyGZIKAKSCAoSAUggCQAkoD8qBqkAJKEBBKgR9xo0JZ2ExDOO1114DwCsxhbz99tuZTIYnfeoH0cLwATBNk71Nz/NWrlxpWVZYLsNpm37mi2IriJBFlUqlEokE1VYX4lmZU6lUNpvlGd05GsZJISEEzzviOM5TTz31la98ZfTo0TNnzlRKpdNp27aPOeaYm2++2bZtEEgEUIBpwgDYSzEN1rYR+QFqNrDvtKRhHLijo8M0zdGjR/N+fgp5JGE4qKKvE10BjtXY1dUlpeTxE72O7Gf2cIuLMHTfiUgIwfO6JhIJnqcdtUlgebL3VCrFIzillDfccMNee+110kknPfnkk0qpL33pS3feeWepVLr22msty7ryyivPOuusXFeXmUiAFKDKlaK0zKJwpWWlsvUpmHUwm2A2wkyTCTJhmlWt9gVCd7RSqaxatSqRSERnFgXw3nvvKaV4dsD+8VD2CrOtWLFCSjlx4kTuEIazy/U/EW6ltSiCIBBChEs6hwsVuK5bqVTC9QmEEPPnzz/ttNMAWJY1YMCAMWPGXHXVVbwgFq8xIqV85plndt5558GDBw8fOuzVF+eWcj1EMiDZUy5WP1cRiciPJFLV3X2FcPGG9vb2dDo9YMCAcHla3j9y5EgA4RJ//Qm+wN/+9rcALrzwQlpvueLwgekfbA0RBkEQqo4n8AkXOQnvZqFQuO222/bdd19uGhoaGo488sg///nP4XIivDADr2ZORO+///6ECRNSDXXpkQN/9KufORQEJEmR31Oksk8OUYXIIXKJfCJJgsghcohiXqxoU+C7tGjRIgATJ06MPnmu6/JaFDysKb5z3Gysr6tLL73Usqyf//zn0ZfiXfl0C7GVRBg2Y1Gjx3++/vrr559/Pg9Rra+vHzNmzPe///33338/+gnhOnu8ZA9/E4VC4eLvXoY0EmMGfeG06Z3dHRQQ+eSt6ayKkHXoEylyiXqI8kR9aHVJvswnnngCwLHHHhs1BZxA22WXXai/rJgZeknhZR577LGJRGLWrFnRVia6pm+/YYuXrRERx7V83+eF1IUQ+Xx+6NCh999//z333PPqq6+Wy2XLso4//vgTTzzx7LPPRi3c5/u+67r19fWNjY08cXpDQ0OhUOBJVpqamm6+8abPHXbwueee+9TDj332xTfeXbhIeN7g0cPKXT0NAwdzTBQKIJABjuJntvQFbz64b8wjCSdPnswrvHPHKRRhzKe4BSAi7vX16hNu46vc/P+wxUUYBEEymeQMLAdp5s+f/+yzz/7kJz8hItd1Bw4ceN55533nO9+JDsnhFiKVSnG9PJvNbDaby+V4qVoApVKpobHx9Omn7rrD+Eu+fdGCt+eNHzXmwUdnHXDYIZlhgyVgEVBbSCsBJAFCX4nLVKFakpDXl6ZaYdfatWsTiQR3C/tH2VA4NCS8xq6uLiLimDCbx0QiEebx+8dVV/kU1pOTChxo6bUSZbT7R7WlHllCSqlZs2YdddRR4TiUqVOn3nPPPdGVnz9Fh1tKSZI6Fi279JQzBwB1RuJbV3xnLTmtJDtIlihwpUdKUhA4XiUgGVdsJtqZid606Iq84a0Ll8gsl8vTp08H8Pjjj4eHEdFjjz12/vnnP/300+xibIXz32rwBfKsVmPGjIn7dLYGmyzCXnEqIvJ937btqH4qlUqhUGDteZ7X2dk5Y8aMCRMmcIFVU1PT5ZdfPn/+/LVr10YDNmHQZRNOhsgNhPIFOUSF4O4f/2wAkqkhDXt/8fA3Ss0rqeCQT+ST75LwSfmeWyKKObAWtl9hvtS2bb6lSqm2tjZeETqfz7O6xowZk81mFy5cyO91XTe8aWEHiZfs7R/wY/Pyyy8bhrHffvvFfTpbg00WYa8WPRQk18REhdTZ2Tl79uyzzz6bZ2g3TXP48OE33XRTqVRas2ZN9EPWt6gbSUBkE3VXbPKrkZj/PPrk2PE7IoFJn9n12Wcfp3w32RXKdZMol90OlyoBiU/xjzYL0dxMCO/xPK+jo2P9l3gq+Gw2S0SrVq2KvhptsOJdGXuzEF4Oh/EeeOABy7K++tWvxntWW4dPGR0VQjiOE0a02H2qVCrsXLW3t99www3RGWnPOOOMBQsWCCGirXilUnEcJ/pcciu48QREBSKXKLAD8olsj6Rc27Fm+klfaAJO3GlS/i9/o4UrqKtAnWsE5dbKVhGTCDmwtL5yOPsSTZyWSiUpZUdHx89//vNDDz109OjR6XR61qxZ/CpbPy4qim70dcJ2hBvlGTNmWJb1wx/+MN6z2jpssgg7Ojo+Uir8cLz11lunn346xzYHDBgwdOjQ6667jrPMq1evDr2vj/vwT9GiVxyhiEhRW09PZ1ApkFzjdtn5jju+eeH9R37lgdEHls69huatpJ6OjtK7ndTt0jbRg/J9P9RkeEM4E7N48eJvfOMbXI/GyxIBsCzriiuuYDfE9/1oWoIdkDguYvMTNkann366YRj33HNPrKezlfiUlpD7gWEmPZfL/eY3v5k6dSo/MSNHjpw2bdqf/vQnPjjajeGGn9dJZsPIfOoaCEXkOrJScIioRLLZ6SyQ73k5ypfoz3+bs/fxc8ZPnb3/cfSPf1JlDVEHUczdJ9/3o61YuF0qlZ544olp06ahNs3htGnTHn300Uqlctddd5mmmclkDj744Lfffjs8PpRivxFheDemTJkCYM6cOfGez9bh04gwGsebN2/et771rUwmwyHmcePGXX311fPnz2ebFn04WHW8phetVyHB/aVNlWJA1OV4ARG5RDlBLpESq0stNpWJClTqprlvPjb54Df2O/aVfY6gO/9MixZTJX4RhttdXV2u67a0tHz3u9/l5CeAIUOGnHXWWfPmzePKBCLyPO+5557jqQ333HPPp59+OvwErgfc2tewxeBr8X1/6NChpmm2tbXFfUZbg00WYdgneeCBBw499FDWXkNDw+GHH/6///u/7HmGz5kQQikVxu6i+3mDOwDRkppNIiAqEwkiKgTU6VGZyJOC/E7ZXaIcqRzluuiDtWu+fskjAyc+MWwy/eBn1NpFpQKJMpFLJLnIlA06CUFCkJSC+5lEikgRBeEx/IckIumRdEkGJBVJ3h1EilUjFyOJpCIZSJfLWGXg8/9d2bLmqeefO+KoI9nu1dfXf/azn73zzjsrlUp4NyqVSpiuWLly5fHHHw8gk8lcd911fA/5d1hW2qcJA1e2bfMqonGf0Vbik0QY3pTQQLmuu2TJkssvv3zYsGE8u8SwYcMuuOCC1157bWuc7HoERPxoU0Dk1SpFSQYkPHJtu53sbip008rV7i9vf+6w4/4wdIe1J59Mc54je4VbWkHkBkSd5NkkqZgnu0x2iQq5HpIdRBVFgSRBZJPfTcIhIp8rUBUFXg+5neQ65AsSthIlRTax/aUin1VAUgREQpEfkKuoQmRLt0jCWdW8/IabfzZ2n8lIASYGDx58zjnnvP766+FN/oRLvvLKKzlHf/TRR4cV7VJK3uYmMpbaLm5Mo0HO6Eu9NsIjPc8LDT7jOM7cuXMBTJkypT8Z+U/gY0XI/Y2wwlMptWjRokMOOSSccf2www77/e9/3ytuvpUJB0tUbZRfLdcmki65glyisuxspmI3dXTQY0++Of3UpwYOnjflM/T4/VRYTT2tRG6B/CL5JCvklMgtU+CXidZK6ilVR2AokjYXnTpEeUVlSYHMk9dJtqvKpKqNQEVSp60cIjssE5eCnDLlOijfRYUe6ul8+6m/ffvULzVlUzCBusSIXXf5+S9vCQtlc7ncxmT87rjjjnQ6PWHChNGjRy9YsCDcn8vlqCaGrVbVzU3A+jUbvCFqRIOf+XyeiDo6Or71rW9Nnjz5hhtu4IBweO3PPfdcIpGYOnXq1rmE2NmACLlNZTdy9erVXDx13nnnheEBJq6yWkUkSAYkSRKJdSJUJIvSdsgXVBF2Ozk5KnRTZxf96z/vf+XMp8dMem3CfjTjJupaG+SWeZRb7a7tlsXuwM6RKhP5nqp+mkuUq5AtKCDyFdlEdq0onP+lJ6jsUU+FCn71v7uSfJeoQlQmUaByjtq6aGVn1/W33/tfXz4IGAOMqms899zzXvj33IDIF1XjwH1m3g5d0I9j9erVPBFgJpOZOXOmbdth4JQF0N7evgXv+3rwQvMsfq676FVWHpahEdGsWbMOOuigcDaA8847j/fzU6SUuvLKKxOJxFVXXdXPhix9HB8rQv4u+XeosVmzZkWDouHBcUXnFBH3ytYTIVUoyJNjkxtQhUSB2ldRTyd1ddMHa/wZt748at9/DNz5zTNOp7Yl1L6YKOeRKBB1EhWIvLIgX5Iou2uWU8UlR5CQ1UGJiiggP2eTT1T2KGdTWVBFkifJVyqfp+5Wsruo3EWFDmpeQS/8p/V71z6yzxF/O+iEn47f7/Ldp9z3g+sKK1tIkZSUK3pEZNt2T09PGMraYIvG979SqVx88cWGYWSz2YsuuqhSqYRPeeiecPHNFuUTdBKWAfFw0FKpdNNNNw0dOpT7wA0NDdOnT589ezYRCSHYjLMxvOyyy1Kp1I033tg/RmltkI8VYfTmctvGN6jXTY+3rWIR0noi5EqaAsk8iTy5Ltkky+SXyKuQ51O+Qvc/+tJnPv+fwTu8M+UgmvcadbaSLalI7R3kcVfT7SJaQ7Q68No8v2gH5R5yukj2EJU5ruKyVZTk+uQ5gbRdcgMqkGyhYjO98grd8OuuaWe8Pu7AR0bt8dtxe8w64xvtf32MevJU8anouyWfxzf26vRs5GPX1dXFZvPuu+/mDsJxxx0Xaq9YLH7kl7UliFo8dikdxwndKK7feOmll04++WS2e6Zp7rzzzjfccAM3GVFP1XEc9lT3339/AC+++OKWPvlthE8KzPADEY7lCxtafil0gag2zG/r8wmW0CHKk+okv4tEkYRLQpHveJWcJyggyufoX7O7j/3i6yPHzhw9ju6+n1bkq94mBzfLLeQvIWcxOR3klSgoE7l58taS08P9Q4/IkcSRVFkmv0B2jgpt9MLfV834v3MOnfbkqF2fbJrwyl6Hetf+lBbMp6615OTIq5AQHHgtCGopOJ4kIUTUF6VPlGI0+ME+5yuvvMJP7bBhw5588kl+LxfZb9m7H2H92kNW4+9///vdd9+dQ+hjxow599xz586dy2cYRnRzuVwv93vcuHGmaTY3N/fL0YPr80kiZAPYq8Alel9iL1nkPqFg2YUpgoBIka1kV+D1UJAnKhB1KreofLdmfNxyOzlrqO3dZV895aVhu744+Yi3b/xDNazpErk+tX1AH7xJb8yml9+kVxbR0tVUKJAsVajUpYo2uRQI3y62BDmHyuTkaOESuv73dOy3lw474JnEjveP2uWVc892n3mEOt6jympyWsjvIi8nyl2eb/tEPa5f8nslM0gpVSwWN9gh7NXkCSFWrVo1ffr0pqYmAFdeeWX40laoaGO1RyMxa9aseeeddy677DKuGc5ms0OHDr3iiitWr17Nho49z+iF8HwLRHTnnXdOnTq1qalpxIgRP/3pT7f0yW8jbECELDMhBLdbrEAOiPExnufFOLJbEXkkPR6gFJ1XRvJLZBPlSfaQLFcdVLKJun1yyCXqou6F1LqMfnf/faP3fvm235MbkEuUI3p5/j+/8c0/fXa3+3ff+S+77ffg5INfPeUcuu8Ram0ht5uoQFQm26WiS27FfvuN+ddd//xhx708Yo/5jbstGHoAXXA9zX2LOteSv1ZRB1GXku1kt1NQIuW6Xtkl5RJ5RCU34MBMOH8H8wl9bH4prLlVSvFXEwTB//zP//DQzS9/+ctLly7dwvf+I2hpafnjH/942GGHsec5aNCgI4444t577+VX2aWKVsnyRqFQaG9vv/rqqzn1ks1muW4hlUqdf/75W/8qtj5baaKnLQTnCdf1rGTvyZ3YOnq1H6eWxyPlU1Amv5vsDlqzkj5YQqrg2O1UqtBDzz6+w+dm73RQ29X/x7nnt/TXWW3X/M8LU466Z9C48lUzaO0aclvJ6aLFrfT7Z9q//P1/7zzt4YaJD47b9cWzT22951bKdVGhTOUyOSUSJVIlUmVSZQoqJCrk+1wPwL3W8mad86ZYLM6ePbuhocEwjPHjx8+dO5ci3UK2PxsMoYXa8Dyv16w24XbUA2JRLVy48MILL+Tx1plMZuDAgd/73vfC1Esv75rdb/6c559//tRTTw0nNdx5553vvPPO9vb22267bfDgwZwtbG5u5vOJjrdcv/Cj7yYV+7wIObzhsV+nPly3EtTmWasFNgVRmahCioQkIUkKUi65+aDS1u01k99KL730xAHTFu5/It39N1rTQrkWan2PulfTcy+8f8zJr+15MN1zH3Us6fzHo08c97VZIw5+BLvNn3AcXXoDPfUUdb5JtNylcplPJpDkS/IFBYKkT9KnwCdfkM+xVhmENnxzwCOhuru7K5XKvvvua5pmNpu94447PM8L/Vv2Bh3H+eR+RGdnZ+go5vP5MB7uOE53dzfv932fk3sPPvjgf/3Xf7GEBg8evO+++95+++1UG+amlOLwDNUyhGG667rrrps0aZJhGJZlZbPZE088kSMx4QiBOXPm7LXXXqzqZ555htaTWejWhsN3+mg0tc+L0K2JMCAikiQlBZIEC4DI/7AmFQXkB+RLoWRQnY2NFJGqEHWQvZquu+kBa6j3q9uoq40KOXILbrCWqIUKK+jeu58ZOb7z1DOofRm9+9o1k/Z86qSzvdv+Qm8up9YOyjeTeN8XS8skChy5kZHiAUUB5zNJkpIUCPIFuYI8QZsvgBkOrV61atWll17a0NAA4Lvf/S6P3gwTifSJed2wGxn205hoGafnec3Nzddcc01TUxP/l0wmc84557zyyit8Auwhd3d3h/Yz1M+cOXO+8Y1v8LxepmnutNNOM2bM6OzspEgI0LbtfD7PAwNOPfVUAMlk8qqrrgo/KloEH1VmHy1k79siVDVvU4QiJEkBP+URHfoRH5UqRC7HcxyictWKukQd1L646/ATXxmxKy2bT6JDdrSQXylQqS1YSXI1rX3v3X0PmTtuEi2fR8UV9PYbtKqV8hUqVSjfQU4L0WqiDrcWYV0nQlF1jL1qkZ0kJUkIcgS5goLNJkIuM2T74DjO7373Oy6uOOCAA1iHPFhxYz6K54Pl7c7OzvDhLpfLjz322Be/+MVw2qVdd901Olwm/ISoHnzfb21t/fWvfz1x4sQBAwaw2TzmmGMeffTR6GGhmeUiG6o1Fj/72c94ZNyhhx7a2toaHkM1g8x7+u64yr4tQqrlz2s/stovVD4FolqQLeQ6BUpJqkLSJb+qXZeomyhPnm+voM4Vr+yw5zuTD6KWpUQ5UkIROSRcKhN1UHdz7phT/z18HL0zmwrvktNOfpl8Sb4i6ZMqk+yWpdbqKYQpE+6MRhInNkmXpCBBSpASm2u6jdCMcPaIiHK53BtvvDFhwgQekfDII4/wAZw6/zhCvy4aKFJKrVmz5tprr500aRIPccxkMmeeeeZ//vMffpUHx0RL2MJij2efffbb3/42z9fU2NjY1NR03XXXtba2Rv8FW0IiCkeK94rfzJw5c+DAgQMGDBgxYsT8+fN5Z1dXVzgF5lYoS9hy9HERqtoTr6o5w4CEYgOk/GpPTAoKavUuJEm5pPxqoalLFFAPUTdViLqos/mfg3ZZst/R1NlMlCeiQFLZCVzlV2Qn5dfIk895ceA4eu05Us1KtCnyFZHtU1fZKbtOdWRFINeNv+DTC6onqWrBIYfIJVktuNt8sFVhSxjGTru6uk444QQeH3z55ZfzMZ/cJwydVfZv586de9JJJ7EDyWOpbrnlFvZOfd+PTqAexbbt+++//5BDDqmrq0un04lE4uCDD/7DH/7Akfb1p7cKs9Dhf/c8j/P+LLAFCxZMnTq1vr4+lUpdf/313L9lQqPdR8vc+rgIZdTPpICkICHID2r5vtrACkEkg2qhqS9IVMde1HRIyiPqprXLXxr52QWTj6J8F1HZK9ns5noBFahMpQ736DNeSo2hfz9JwSqiQkDSC8hVVK65tW7A5q8SkOuR65Bvk7BJOiS9MBBam5B/vUFP/1+wexad3o7rOfnVO+64I5FIJJPJadOmzZs37xM+J+qF/upXv5o8eTJrzzCM00477R//+Ecul/M8r1fvK1o09/rrr//oRz9qbGzkTEM6nT7nnHN6FRszruvath1Oxkf0oVBn1BTzWdm2/d3vfpeTH5dccsmyZcvow16o7hPGgaJoQkKRDKoi9NU6BfrVcUVELkmHhEPSJVLsHVbYL/XJ76GerhVHnP7YwN2prZVEzm5pJimkYJmUaXVzy/4nLhl/EC17l5wWRQWXJP/zClEuoLJkzfoBVTyqOOSWyS+SXyBRJulWRy2uM93BZhUhfXiAb/gQs50RQjz99NPjxo3joD9XbH4cnuedf/75PMSRZze98cYbWXvrH1koFNj+SCkfeeSRI488kvMNhmFMmTLlT3/6EwdR+cTCTmOvmRpD+9yr7MZxbCI/kA63skqR54knnngKhgUkjv/i9FdefV0RBUqU3HJQ9Tao1jbLdf5IlerYzsiPqP3Uouvr3r7uvYpc9noix/jhKLp1RcUkau2+JNqEr7aPi5DWPdNMeH/pwz+qmtmnIkmby9xcIk7h+0RCkFOhrkLzt3/w5N5T6Z57qaeZvGai1R61kWylXAv959XXdzpk0d7HUnMb9bQRlW3y10krqLrERMTfa0BSrPupuqjRx0JtVgV+HNHg4cKFC7/whS9wQvzmm2+Ozo4RztlFROVy+eyzz06n04ceeujMmTMp0kMLq+GklKHNbGlpueaaa8aNG8fRmiFDhpx33nlLliyJFsR82uIqn6hAVFDSk0LxLSsW/RWr2ifvdRCQTTUNeuhvj3Y7OZdEzmNZS6fcTVQmcikg6RFJ8txqikqRG5DLEXJBrqCyoJKgSkAyIFLVB8klqoT9CEUyoK6AugVRsG5Ud46oo3qYH/piZaIuoq6qDjf6C+77ItwUBFGRpEOSfKpWirpEHNHxfcqX6Il/3rPPIf+e/hVa8CateYPcd0m8T/YyWr2687zvPTpib/rJ76mlmyoFl8qd5BZJVEcT+pG05DaGUqpQKLBmPM+bMWMGpwcuvvji1atXc4+rWCzy3FP8lvfee++DDz4Iu1iciAurPbnbFgTB7Nmzv/a1r4WjInbddddbbrmF/1E+n19/AZJNz+Oxn1FW0pUiIEVKkZRUKIvWruKpZ5wDM5tqGvXD62/vKJKtyK3+Q5eUCByR6ypJv9rahZMkcK5IkGARelTwqFxtJT9WhC2C2gRRIMNAPNf3l6tZMo9FWCJqIWrjVPTGPwzblwgDIp6Tohq39Ckg6iZqJ9lFZQoq1Jl7/4c33LHLPnO+cDL9dRatXk5tzfTorNbL/u//7rDP0rMup1Vd1NPuqJ41VFlOfiuJMkW84mBbFGEYqGTTVKlU7rvvPgBDhw7dc889eVrhkF6BlqgFCyXa0tLywx/+MFyfNJFInHLKKXPmzOE1J3vVjkc9zE2ucFwXePOktEOPJiAS5DZ3rL3p138yk3tPmfKjM776eNsaam8jIUmpQDikfCKSioq+LFYdTkVKkpKkVKhGX1BJkBsQBYpqpylIidCLUkQBdQjqqoqwagm7q2KTtQD4OkvYTeSvO/ONoN+tt/iJECChEgACEwqwEFjIAwIQKA0ho941UPZz9z/05P0PyHK56NjJgQMzmTqvUNn/oM/t9+2zsdt4NJilpFVAgmBmYdXBrAsXvTCjKwNvK+TzeZ77vFKp8IJqSqkFCxZ8/etfX7BgwYgRI2666SaeYjAIglQqJYRIJpMcGuWicB7k0dDQ8NZbb/3gBz/45z//qZSqr68fOHDgBRdccMEFFwwaNKitrY2LP33fD1c6YPGHSw7zJ2/CqYc31gKRL0mapmkYUFAECdT5wnzjFe+qy+9Y+l5h6ODxDz581u57I5GGDGAlAUsQio5rN2SGAPW8OpCBdV8TQSj4QBqUMAmGCSAAmdXFcwkgwAQZeQUAA6Fg8XomZh6QQBNUEgFgABZgeoADmEADVG2pjI14HrY7ESooCwqBWb1NFgILHqCgyuXuUfVN6OwGLAhVeOpp4XpLmlcffOQ0NNRjj8lIA8pDU0Ne+SmzzoSRhmmQCRW519uYAgGwZYsuOs06aW5uvu666/74xz+m0+nzzjvvlltu4RxgVEUAOF7y5z//+Te/+c1bb71lGEZ9ff3+++9/0UUXTZ8+PQiCdDodLs/ium4ymbQsi7XHK0mhtmqNlDJcuXmjiCzpAwPK9CTlYbpAysBAIJvPo7EOS9/FlZf/fdHbJdPI/vjak79wMgbvAGF4SjqZpAW4QDJBA6FgUPWjYABmAAiCArKQpgHAEoAPyoJMGAowq0sIGTYBLGOj+vYioIAGqAQkfxpgCsADLFC2KmDUBL+By9yeUNX50QRJSUJWQ1keUUCVSkWQFOQLUSJRpkqB1qykXI56SlQoU6VMXomkXS24IZ+EIF9WXZGgWpjqbXveaHTILM8HFYb7ef8f/vAHy7JSqdSRRx65cuXKXhVtb7311vnnnx8qZ+LEiTNmzJg3b160oi1aGsp7eLn56OfwMMhPEZ5RguS6kiihqEfSakVtJS8niIQk2yHHJrdEV1/a2Yjf1eGhC79Rente+N26DhUD8tkXDXO2tb5fmahCFDqZZS7SIEWkBKkwuOJXPcx1cbUyUYnLnyLdEL/6eNR6nxvZPdnuRChIChIB147xYKciUak6d2JPOW+TsMntrLQRlUmWSbhBuSDIt8nPU6WsbKe7iyqCCpLykoNwXPZWDOdf3Jbg+blDaQkhwuIS1ky5XJ4zZ86OO+4IYNy4cQ899FClUuns7LznnnuOOuqocD3A44477rHHHouWg4ZdRNd1w5jNx03PER3+tmkoCnwKgnW5B0WuokpAZUGuIGrr9IWgQpGcCv19Fo0b+tiI+ie/9IV3nnmGKopcorJPQrEcwph4iahEVCHlVtUVhJGVbqJKTYG9Y+y1cxK1NWhlJAAjqxEdjvXJqNo3wPYlQk4TiWqqUFYbr3J1hGDQVgiIiiRbqVgkYQdlUh65FSJZJLmW7J5qZFVSUVBeUkFShSioKrCwTYowJFomxvNBRVWxfPnyww8/nPXGguSZP+vq6r7//e+vWLGCJ03ng0ulUlSBvOE4Tjitcxg+5X+0/kpem4KUgeP5RcVV8QEFASmiSlAs+R0BVQSJnpLnSRJErqA3X6ejDn0H+Pl+e/393vvsYoXcgEoui5BFUuK0R02Hombc5LpHIbR7HHBTHzZ062qCo/jV2b3C/IQW4ccgOcxcINlOsp2oJ7y91TlLqw6mIiJfkiOpTOQQ1UymS5E5TgV5RHmiTqJuovJmHZq0pYmmDdifXLFixRFHHAGAnc9x48b98pe/5IBqfEuviZpsymHIkcObiqSisqJCQIWAygEVAurySNiSmlvoW99c1WjdOzT5zJUXiu5uLhOWAYliySFF5aJNSqggR1QikoEvPK9AVFHkEFWK5RYilyTZ5arz6tg+u6BlezVRichVqjappZQR+ZVq/m2tVnjjnobtKzADBfgKCVVKmEXAg5kEmoAGwAoAAIlaNE4BAggACVhAFr6JALCANAEKMOEbKGLdKtwDoQwFGOY2GJtZHyklanrzPI9DMvl8/oknnnj11Vf32muvb37zm5ZllcvlZDIZrkuz1QkAFwCQBNJQAMc7qmGwoBrYRqBAJpREtsdNp61kIsDD9+GnP355Zfui448b9vNfnTR+ApwKGurhOEgnkUwAJpQKTCRgwBMd6VRGqTpPBIkkGTA9J1WXNWDAcymdNgwDknosE36AVKJRySQpWAk+DccVpUwyUwvCcIyK14beKLYzEQaAo2BB1qEHsGECqAfqgSxgEMioijBBQAAE1SA1UvBrQdAUYAA+4AI2oIA0VCOQ9gEFJE1sSvwvRrh2LJPJ8KRMPC7etu1sNhtGOzk0uml5hc0Ji7AWb0RNfmHs0QCMAPAIpkFZaVSbTQCQeObx8u23PvXuG2rAgIG/+O2xRx2LrgKGjqiqxPeQTkH5SGZARrcBQ9Fgx0UmC6VACpYJkpAC6QxgBo7fnU2lgSShHrL6YCjANG1AcHgU1e9eASaQBBIb0yD3o4W/NxICJCyFDFAHZMBT0QMADEhAAgHgG0ACSFV/OK2ISCaC73cSSNd+IAFVezj6AoZhcNwlk8kMGjQoCIJyuczrwhNRsVgEYJpmEATxnSM/yus1AUbkm6AEUG9QFhKmhAX05FsseGQFx3+p4f6Hv3LEUQetbSv+n+8+9dtfqcEDUcij4iJQMEy4LhQAggHLJykCJBOgAI4LWFAKwkXCBAGKRDZV7/qSkA4EoKAEoGCXyBOidqoWkKg9TSryewNsf5bQAwCkgCQCKAWksC4t68NkJxS1lg0RZaWAJHuqqup3BAYUkIQyJODzQX3DElYqlbq6OgBEFIZAma6ursbGxqgLuslJ9s1HzeCxJ2pGDKCH6r1PVO0SAAut3c3DhzcKqAQGKiR8G66NB++zv3PFz3cauee+B0y8467PZhuxvBljdwQkGjJwHDQMcBQUUb0K8P5iTNoN3SUMGYRiCwYNgFGPitfWkB0EJJ0K0gnTlGhZi9E7AgnACrygkE401ESowIlnpLUl/CismpIMQCIhkZK1jl+1LVKAMmstcE1NygASUAnAopooFSCRoKp3CraciT5zR1mBDBF5npfL5QBIKYcOHZpOp3mOifCAWE4S+ND3AkQrIjgzLtZZRQMwMGr4UBNmEmnfJyNAJoOmIfjmd+r//vh1Vib/7PP/OPqYWX6AK/77mYkTbz3jjCeURF09FNISyUIJ9923+Cun/OTXv145eAh6cthvn18f9vmHCkXUZTNSmcI3sxlTeJj5UPsXjv3eDT95tpADkEglsux8ggCYm/oo9JFHZjMhDXhJeCnID3kNClAwFUEBKgnVANWoVEaojK/qA9WoVCOpOlIJpaC49mndD0EFMH3T9JNmkDSpL0RlmEqlgppTmk6nediu77NBB1elAejp6YkW0GxtDLaBCVACCCtdvFqzJ2CUkXCQDGCxOC0DDU4hW2cmTaCnBzBgJHHYcXjy398+8PABDQOpXERT/QFdrUNffanzgfvzMgBgmkg1NCKdHlTM1zfWje/sQV0DvMqgpvpJTU0gSElJ04JUSKagVENXl2hsHN3YBAXYbqBgqlpToWApmEqL8CMJoy0S0TbVhAkuHLRgJmEaNUPX+3c0NvDhmsDwkzeqE7BtwKFRHuoOIJFIEFE2m+WRTQAcxwEwePBg/jMO1DobuG4PfxkJrtes9TEqMD0YAch0K7KhPuF5CFwMG4TAg2kglcQOY/HHP53/xNOnNjShVColkg2jR+192y3PuCU4FQQEXwBGxqCR5QIGD0YihYqbghosFXqcvGVBElQCgQmietMcm80OkQQhUJepMwGTYBowoUw4ZjWQt1FsXyK0akGUav/GNGGZsEyYJmAaME2+jTBhmUjWfsJjev0Y1XdxV4A/tg/dUO71JZNJnjHNNE3uHKZSKdYnT6GNmlzjwDT4G1nX6oWhGv7JRMLbScAkw0jXJWEinUY6A4NQl0KKkIZIQ40YBiJYKSTrVgRi4fXX7bf0vRG334JkEmXXs1Io2XYpl6qvQ9mD46GhfpBdMQloyg6X8CkhCujykqAEnMrYsi+QQCIJosAgPsGygXYD7QbyBqSxcV58H3pmNgNhx80I/1731QIwP7TfqjW1nPozzF7dj9AShsda22L9dl9n/UfUrPW4ErV0XLKqQABsN8NMBvi3MhBYEBaqLWomaw8e3rT3Pph60BF3/f5fL/wDddm0AoYOGZ6pG2CXUZdGKo1AJEwM8R2AGiFTrpdMYagvYJdgYEdfJBwPjudY6yJbBpAGGoFGUHJdKuUTSWz4EI2mL2F8aLP6l6rl7mBZIIJbcRNGYuAQfO9HOOWUV+74dfdBh5ySyMLzPBGUrQTsIkwF6df1dBqP3Q8jhbokMvWoWOhsx8JXYRmNA5qGZ9KwrCwQwOB/Ug+qX5fO2pghFFqEmv6EUautqP4RbhgEkEIApC0TMoDn+OWyLSUOnIoLLzv+1l88dN/dJ513ScKuoOR2ZutRlwUUyPKXtS269dbCshWv+34mk0qJ1Jp0cocmnNDhtgZiFxkkK5UgkN1DBw42jOS6PqxRc6M2Ai1CTX/CXPebFWkAUJz6DYLASsAATEImmUlaiUQCSOLbF+31zBNL7rr9qf869sQhAxtSKRIET0EKGKm2z+/9+Suu3X/wiKMyFmChbjDWNOOlJ/Hb2z5w7KJhZBobEwYagBIZKSPREKnqyFcH/m6ofm376hNqtiMoDIBzNFVZlkUEqpaySNMATDg+RozBhZecsnLlql/e2O4WMbBxpOsinYaVBEwnU+/tdxD2+Cwm7oXxkzFyFHbbA2PHIZVUlmVxeZ9HngIAta6u1fAAbyPj5doSavoVRmhXqpZQwagmlywjKQEoKAmpfChXCtQPAEyc+GX884UDH3vkFemepNxRCUAGIAlTpUslJ5EGIJRBioSFVGNdEhLlvBdUU6pIGhaQUshCwaw6xGlgCEDGRtRPaUuo6b9UfVEFwPG8gKRJsCxYFrJpI52WySQMwPXQNAiXXTnFhPGf55srtsykkTKRsZAwGwMPqSRMDq6aPqHCuSzDcFIpyyAEBAMDiLLwAQ9KQFVVn9jIfqEWoaZfU0s6JZMpy0j6PmDAMADDDvzupAnXRTYDwxQTdsXVPzixref9pOkFHgwJ5UOJVIIaTQUDWUJ9CoMSsFSAso1MfX7QYCOXg0noaMdNP3nzkP1+e8xhT/1sRrtTgiJ0FzqASq0S+ZPQItT0e0zATJgpIuLAjF2GaVYGDFRlG/VpOK7vo71pAA4/GnvuadUNWO0rYRooFTFosJ9tKDh2NcMsAzIokUpgwCDliIU9pXcHDUWhiOuv/9Xb8968/y8Xf++KL/zt0X/ecfs8IgwaMFxwL3FDbGejKDT9n9p4C8Zgd5QCGSSsNMEUApaBt950ly9tPfXLOxkWfEXKak9bgxCkX3kJbe2F/Q4cMHosQHjobn/AwNTxpwJG0UAWSAY+WTCal2Legg/2OahpxI4ppVRLa9eo4buYEokADz0Q3PvATQ/O+v6QYbBtr6khvcFMoRahpp/xYRGi2jMkIsOwCHAqyKahCIGLVBquQKYOgNdd7B7UNJoARSDAdssN2QbTgwEgDRF0WmhImFmjmpQHmVBWIFEB0gQLSCgJU+AnM95cuuz1ex+4wDRBQMLacLpeu6OafkdoVozan2TCsOyKCyBbh0DB92ElYVjIpGEQDJluygw3USb0VJwOEZSbsnWQMCzAgG8jYw1LGlnFw3cNUgbIQKnsAU2gdL4nUbZhGFjbihf+/eSXTjum4qPkwNi4klstQk1/QoFqY83wobpNIiST1WHKiQSydUikAVMZqPD7UlbCAAy4jXVmNmlYUJYBGFCEdLI2QskEALuUMwwYJjJZ0/ckEQY0oT4FBLj5xmdHjhx5+JE7ZeuRysDz9ch6zXaHisybXzMwBABkAAYMoFjMpzOJdCoJBB2dbcOHjYSqh0DgIUgIK+UlExbBVIosMwGYPJyffApkJZFIGDUl+4FrpcqEjERDyyqkLVx26RNr1/S8MPss30QqY1swASSRNjZk6rQl1PQz1lv8wQAMOG41VdDU1JBOJT3hSCWGDxsBQPmBCpDIIJNJJq0GKRMGLMMwABLC5sH7RpKSKRgpgOA6CkAqlTGRsL2KY4MkTjrhllHDJvzzubPMalHOurE5Gz5jbQk1/Qv2AD/h+V9vCiZKfGi4dq9XUQvzGApc7mbC81U6bXqBTFqWXcLhn794bbM3euQunuf5sqtxcOGl1+4tO5XBA+s2ZhyFFqFGswl4vkqkTMf1spl0EIAkkiaaP0BDFqSQTMLzUXYwYRK8ANnMRo0v1SLUaDYBVovj2plMxoBVsVGXrk64IQUsqzpLnzJRtO26eiudzGzwM7UINZpNwBfSShiuVwJQl6kHEnYJqQQSBgyACBUH6TpIQjoLQBgbUT6qRajRbAKSlFJBwiJACeUlzSyQBsF3kEpCSlgJCIlECobh+YGbTtRvcKySjo5qNJuAaYSSUUoJV5QILgxYKcCCkICJZAqGoYAgldiooYJahBrNJhAI6VY8264YQCaRziYTJgIDXiIBw2D5wfN8pfyKY2/kogjaHdVoNgGnIrLZJAwVSCdhkVBe0kwCli+QSmYBUwhBJFMpC/DDZWE++TO1CDWaTWFdYWq4eh6T+PCqTLUF9HRgRqPZzHxoda5wOnAmuj5huHPD3UItQo1mU1DRKaT4t/qwDgFEBzRu+CP1RE8azSYS6qpqv2qL6Bk1KdKmxTt1dFSj2RTWqw9fN9c91RxRQ60T5EagRajRbDwKRgBDbcjJ5KUUN1aH2h3VaDYJXlI9CZi9s4AGQArVpZgkyNjI8UzaEmo0nwL1oZW51hnGjVsC5sPo6KhGs0lEAqEUWfFi3e+oF7pRRk6LUKOJGe2OajQxo0Wo0cSMFqFGEzNahBpNzGgRajQxo0Wo0cSMFqFGEzNahBpNzGgRajQxo0Wo0cSMFqFGEzNahBpNzGgRajQxo0Wo0cSMFqFGEzNahBpNzGgRajQxo0Wo0cSMFqFGEzNahBpNzGgRajQxo0Wo0cSMFqFGEzNahBpNzGgRajQxo0Wo0cSMFqFGEzNahBpNzGgRajQxo0Wo0cSMFqFGEzNahBpNzGgRajQxo0Wo0cSMFqFGEzNahBpNzGgRajQxo0Wo0cSMFqFGEzNahBpNzGgRajQxo0Wo0cSMFqFGEzNahBpNzGgRajQxo0Wo0cSMFqFGEzNahBpNzGgRajQxo0Wo0cSMFqFGEzNahBpNzGgRajQxo0Wo0cSMFqFGEzNahBpNzGgRajQxo0Wo0cSMFqFGEzNahBpNzGgRajQxo0Wo0cSMFqFGEzNahBpNzGgRajQxo0Wo0cSMFqFGEzNahBpNzGgRajQxo0Wo0cSMFqFGEzNahBpNzGgRajQxo0Wo0cTM/wMal4iI0uNWMAAAAABJRU5ErkJggg==
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Clc1ccccc1Cl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: NC(=O)[C@@H]1CCCN1C(=O)[C@H](Cc1cnc[nH]1)NC(=O)[C@@H]1CCC(=O)N1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1c(N)nc(C(CC(N)=O)NCC(N)C(N)=O)nc1C(=O)NC(C(=O)NC(C)C(O)C(C)C(=O)NC(C(=O)NCCc1nc(-c2nc(C(=O)NCCCN[C@@H](C)c3ccccc3)cs2)cs1)C(C)O)C(O[C@@H]1O[C@@H](CO)[C@@H](O)[C@H](O)[C@@H]1O[C@H]1O[C@H](CO)[C@@H](O)[C@H](OC(N)=O)[C@@H]1O)c1c[nH]cn1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CN(C)C(=O)C(c1ccccc1)c1ccccc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C=CCCCCCCCCCCC Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCOC(C(=O)OCCN(C)C)(c1ccccc1)c1ccccc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1ccc(C(C)C)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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